REPRO-Bench / 30 /replication_package /Log /AppendixC_simulations.log
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log: /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Log/AppendixC_simulations.log
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opened on: 12 May 2021, 00:03:12
.
.
. cap prog drop rd_sim
. prog def rd_sim, rclass
1. version 15.1
2. syntax [, nobs(integer 10000) beta_a(real 1.0) beta_b(real 1.0) rho_x(real 0.7) /*
> */ zbar_R(real 0.5) zbar_D(real -0.5) /*
> */ alpha_R(real 0.5) alpha_D(real 0.5) /*
> */ kappa_ksi_R(real 0.0) beta_ksi_R(real 10.0) kappa_ksi_D(real 0.0) beta_ksi_D(real 10.0) /*
> */ phi0_R(real -1.0) phi1_R(real -1.0) phi0_D(real -1.0) phi1_D(real -1.0) /*
> */ kappa_u(real 0.0) beta_u(real 1.0) /*
> */ gamma0(real 0.0) gamma1(real -5.0) gamma2(real 0.0) gamma3(real 0.0)/*
> */ tau0(real 0.3) tau1(real -1.0) tau2(real 0.0)]
3. drop _all
4. set obs `nobs'
5.
. * Overall district ideology
. gen z = 2*(rbeta(`beta_a',`beta_b')-0.5)
6. gen x = z + (sqrt((1-`rho_x'^2)/`rho_x'^2))*(2*(rbeta(`beta_a',`beta_b')-0.5))
7.
. * Ideology of R and candidates: weighted average of national party and local ideology, plus noise
. gen z_R = `alpha_R'*`zbar_R' + (1-`alpha_R')*z + `kappa_ksi_R'*(rbeta(`beta_ksi_R',`beta_ksi_R')-0.5)
8. gen z_D = `alpha_D'*`zbar_D' + (1-`alpha_D')*z + `kappa_ksi_D'*(rbeta(`beta_ksi_D',`beta_ksi_D')-0.5)
9.
. * Gender is correlated with candidate ideology
. gen byte female_D = rnormal(`phi0_D' + `phi1_D'*z_D)>0
10. gen byte female_R = rnormal(`phi0_R' + `phi1_R'*z_R)>0
11.
. * Voteshare depends on ideology of the candidates plus noise
. gen u = `kappa_u'*(rbeta(`beta_u', `beta_u')-0.5)
12. gen voteshare_D = (exp(`gamma0' + `gamma1'*(z - (z_D+z_R)/2) + `gamma2'*female_D - `gamma3'*female_R + u)/ /*
> */ (1+ exp(`gamma0' + `gamma1'*(z - (z_D+z_R)/2) + `gamma2'*female_D - `gamma3'*female_R + u )))
13.
. gen voteshare_female = voteshare_D if female_D==1 & female_R==0
14. replace voteshare_female = (1-voteshare_D) if female_D==0 & female_R==1
15.
. * Outcome: depends on who is elected
. gen y = `tau0' + `tau1'*abs(z_D) + `tau2'*female_D + rnormal() if voteshare_D>=0.5
16. replace y = `tau0' + `tau1'*abs(z_R) +`tau2'*female_R + rnormal() if voteshare_D<0.5
17.
. * Now four types of RD analyses
. * (1) Density test
. rddensity voteshare_female, c(0.5)
18. local denstest_pval_all = e(pv_q)
19.
. rddensity voteshare_female if voteshare_D>=0.5, c(0.5)
20. local denstest_pval_D = e(pv_q)
21.
. rddensity voteshare_female if voteshare_D<0.5, c(0.5)
22. local denstest_pval_R = e(pv_q)
23.
. * (2) is ideology continuous at the threshold
. rdrobust z voteshare_female, c(0.5) kernel(uniform)
24. mat b = e(b)
25. mat V = e(V)
26. local b_ideology_all = b[1,1]
27. local se_ideology_all = sqrt(V[1,1])
28.
. rdrobust z voteshare_female if voteshare_D>=0.5, c(0.5) kernel(uniform)
29. mat b = e(b)
30. mat V = e(V)
31. local b_ideology_D = b[1,1]
32. local se_ideology_D = sqrt(V[1,1])
33.
. rdrobust z voteshare_female if voteshare_D<0.5, c(0.5) kernel(uniform)
34. mat b = e(b)
35. mat V = e(V)
36. local b_ideology_R = b[1,1]
37. local se_ideology_R = sqrt(V[1,1])
38.
. * (3) Estimate treatment effect with simple RD
. rdrobust y voteshare_female, c(0.5) kernel(uniform)
39. mat b = e(b)
40. mat V = e(V)
41. local b_rd_all = b[1,1]
42. local se_rd_all = sqrt(V[1,1])
43. local band_all = e(h_l)
44.
. rdrobust y voteshare_female if voteshare_D>=0.5, c(0.5) kernel(uniform)
45. mat b = e(b)
46. mat V = e(V)
47. local b_rd_D = b[1,1]
48. local se_rd_D = sqrt(V[1,1])
49. local band_D = e(h_l)
50.
. rdrobust y voteshare_female if voteshare_D<0.5, c(0.5) kernel(uniform)
51. mat b = e(b)
52. mat V = e(V)
53. local b_rd_R = b[1,1]
54. local se_rd_R = sqrt(V[1,1])
55. local band_R = e(h_l)
56.
. * (4-5) Estimate the treatment effect with weighted RD
. gen byte female = female_D if voteshare_D>=0.5
57. replace female = female_R if voteshare_D<0.5
58. gen voteshare_female_adj = voteshare_female-0.5
59.
. * (4) using x
. probit female x if abs(voteshare_female_adj)<=`band_all'
60. predict pscore if e(sample)==1
61. gen wt =1/pscore if female==1
62. replace wt = 1/(1-pscore) if female==0
63. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if abs(voteshare_female_adj)<=`band_all'
64. local b_rdwt_all = _b[female]
65. local se_rdwt_all = _se[female]
66. drop pscore wt
67.
. probit female x if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
68. predict pscore if e(sample)==1
69. gen wt =1/pscore if female==1
70. replace wt = 1/(1-pscore) if female==0
71. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
72. local b_rdwt_D = _b[female]
73. local se_rdwt_D = _se[female]
74. drop pscore wt
75.
. probit female x if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
76. predict pscore if e(sample)==1
77. gen wt =1/pscore if female==1
78. replace wt = 1/(1-pscore) if female==0
79. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
80. local b_rdwt_R = _b[female]
81. local se_rdwt_R = _se[female]
82. drop pscore wt
83.
.
.
. * (5a) using ideology of the district
. probit female z if abs(voteshare_female_adj)<=`band_all'
84. predict pscore if e(sample)==1
85. gen wt =1/pscore if female==1
86. replace wt = 1/(1-pscore) if female==0
87. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if abs(voteshare_female_adj)<=`band_all'
88. local b_rdwtideodistrict_all = _b[female]
89. local se_rdwtideodistrict_all = _se[female]
90. drop pscore wt
91.
. probit female z if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
92. predict pscore if e(sample)==1
93. gen wt =1/pscore if female==1
94. replace wt = 1/(1-pscore) if female==0
95. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
96. local b_rdwtideodistrict_D = _b[female]
97. local se_rdwtideodistrict_D = _se[female]
98. drop pscore wt
99.
. probit female z if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
100. predict pscore if e(sample)==1
101. gen wt =1/pscore if female==1
102. replace wt = 1/(1-pscore) if female==0
103. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
104. local b_rdwtideodistrict_R = _b[female]
105. local se_rdwtideodistrict_R = _se[female]
106. drop pscore wt
107.
. * (5b) using ideology of the elected representative
. gen z_elected = z_D if voteshare_D>=0.5
108. replace z_elected = z_R if voteshare_D<0.5
109.
. probit female z_elected if abs(voteshare_female_adj)<=`band_all'
110. predict pscore if e(sample)==1
111. gen wt =1/pscore if female==1
112. replace wt = 1/(1-pscore) if female==0
113. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if abs(voteshare_female_adj)<=`band_all'
114. local b_rdwtideoelected_all = _b[female]
115. local se_rdwtideoelected_all = _se[female]
116. drop pscore wt
117.
. probit female z_elected if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
118. predict pscore if e(sample)==1
119. gen wt =1/pscore if female==1
120. replace wt = 1/(1-pscore) if female==0
121. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D>=0.5 & abs(voteshare_female_adj)<=`band_D'
122. local b_rdwtideoelected_D = _b[female]
123. local se_rdwtideoelected_D = _se[female]
124. drop pscore wt
125.
. probit female z_elected if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
126. predict pscore if e(sample)==1
127. gen wt =1/pscore if female==1
128. replace wt = 1/(1-pscore) if female==0
129. reg y female voteshare_female_adj i.female#c.voteshare_female_adj [aw=wt] if voteshare_D<0.5 & abs(voteshare_female_adj)<=`band_R'
130. local b_rdwtideoelected_R = _b[female]
131. local se_rdwtideoelected_R = _se[female]
132. drop pscore wt
133.
. * (6-7) Propensity score methods
. gen absMV = abs(voteshare_D-0.5)
134.
. * (6a) pscore - x
. cap teffects ipw (y) (female x absMV, probit), pstolerance(1e-6) osample(osample)
135. teffects ipw (y) (female x absMV, probit) if osample==0, pstolerance(1e-6)
136. drop osample
137. mat b = e(b)
138. mat V = e(V)
139. local b_pscorex_all = b[1,1]
140. local se_pscorex_all = sqrt(V[1,1])
141.
. cap teffects ipw (y) (female x absMV, probit) if voteshare_D>=0.5, pstolerance(1e-6) osample(osample)
142. teffects ipw (y) (female x absMV, probit) if voteshare_D>=0.5 & osample==0, pstolerance(1e-6)
143. drop osample
144. mat b = e(b)
145. mat V = e(V)
146. local b_pscorex_D = b[1,1]
147. local se_pscorex_D = sqrt(V[1,1])
148.
. cap teffects ipw (y) (female x absMV, probit) if voteshare_D<0.5, pstolerance(1e-6) osample(osample)
149. teffects ipw (y) (female x absMV, probit) if voteshare_D<0.5 & osample==0, pstolerance(1e-6)
150. drop osample
151. mat b = e(b)
152. mat V = e(V)
153. local b_pscorex_R = b[1,1]
154. local se_pscorex_R = sqrt(V[1,1])
155.
.
. * (7a) pscore - district ideology
. cap teffects ipw (y) (female z absMV, probit), pstolerance(1e-6) osample(osample)
156. teffects ipw (y) (female z absMV, probit) if osample==0, pstolerance(1e-6)
157. drop osample
158. mat b = e(b)
159. mat V = e(V)
160. local b_pscoreideodistrict_all = b[1,1]
161. local se_pscoreideodistrict_all = sqrt(V[1,1])
162.
. cap teffects ipw (y) (female z absMV, probit) if voteshare_D>=0.5, pstolerance(1e-6) osample(osample)
163. teffects ipw (y) (female z absMV, probit) if voteshare_D>=0.5 & osample==0, pstolerance(1e-6)
164. drop osample
165. mat b = e(b)
166. mat V = e(V)
167. local b_pscoreideodistrict_D = b[1,1]
168. local se_pscoreideodistrict_D = sqrt(V[1,1])
169.
. cap teffects ipw (y) (female z absMV, probit) if voteshare_D<0.5, pstolerance(1e-6) osample(osample)
170. teffects ipw (y) (female z absMV, probit) if voteshare_D<0.5 & osample==0, pstolerance(1e-6)
171. drop osample
172. mat b = e(b)
173. mat V = e(V)
174. local b_pscoreideodistrict_R = b[1,1]
175. local se_pscoreideodistrict_R = sqrt(V[1,1])
176.
.
. * (7b) pscore - elected representative ideology
. cap teffects ipw (y) (female z_elected absMV, probit), pstolerance(1e-6) osample(osample)
177. teffects ipw (y) (female z_elected absMV, probit) if osample==0, pstolerance(1e-6)
178. drop osample
179. mat b = e(b)
180. mat V = e(V)
181. local b_pscoreideoelected_all = b[1,1]
182. local se_pscoreideoelected_all = sqrt(V[1,1])
183.
. cap teffects ipw (y) (female z_elected absMV, probit) if voteshare_D>=0.5, pstolerance(1e-6) osample(osample)
184. teffects ipw (y) (female z_elected absMV, probit) if voteshare_D>=0.5 & osample==0, pstolerance(1e-6)
185. drop osample
186. mat b = e(b)
187. mat V = e(V)
188. local b_pscoreideoelected_D = b[1,1]
189. local se_pscoreideoelected_D = sqrt(V[1,1])
190.
. cap teffects ipw (y) (female z_elected absMV, probit) if voteshare_D<0.5, pstolerance(1e-6) osample(osample)
191. teffects ipw (y) (female z_elected absMV, probit) if voteshare_D<0.5 & osample==0, pstolerance(1e-6)
192. drop osample
193. mat b = e(b)
194. mat V = e(V)
195. local b_pscoreideoelected_R = b[1,1]
196. local se_pscoreideoelected_R = sqrt(V[1,1])
197.
.
. * (8) OLS
. reg y female
198. local b_ols_all =_b[female]
199. local se_ols_all = _se[female]
200.
. reg y female if voteshare_D>=0.5
201. local b_ols_D = _b[female]
202. local se_ols_D = _se[female]
203.
. reg y female if voteshare_D<0.5
204. local b_ols_R = _b[female]
205. local se_ols_R = _se[female]
206.
. * (9) Return
. return scalar denstest_pval_all = `denstest_pval_all'
207. return scalar denstest_pval_D = `denstest_pval_D'
208. return scalar denstest_pval_R = `denstest_pval_R'
209.
. return scalar b_ideology_all = `b_ideology_all'
210. return scalar se_ideology_all = `se_ideology_all'
211. return scalar b_ideology_D = `b_ideology_D'
212. return scalar se_ideology_D = `se_ideology_D'
213. return scalar b_ideology_R = `b_ideology_R'
214. return scalar se_ideology_R = `se_ideology_R'
215.
. return scalar b_rd_all = `b_rd_all'
216. return scalar se_rd_all = `se_rd_all'
217. return scalar b_rd_D = `b_rd_D'
218. return scalar se_rd_D = `se_rd_D'
219. return scalar b_rd_R = `b_rd_R'
220. return scalar se_rd_R = `se_rd_R'
221.
. return scalar b_rdwt_all = `b_rdwt_all'
222. return scalar se_rdwt_all = `se_rdwt_all'
223. return scalar b_rdwt_D = `b_rdwt_D'
224. return scalar se_rdwt_D = `se_rdwt_D'
225. return scalar b_rdwt_R = `b_rdwt_R'
226. return scalar se_rdwt_R = `se_rdwt_R'
227.
. return scalar b_rdwtideodistrict_all = `b_rdwtideodistrict_all'
228. return scalar se_rdwtideodistrict_all = `se_rdwtideodistrict_all'
229. return scalar b_rdwtideodistrict_D = `b_rdwtideodistrict_D'
230. return scalar se_rdwtideodistrict_D = `se_rdwtideodistrict_D'
231. return scalar b_rdwtideodistrict_R = `b_rdwtideodistrict_R'
232. return scalar se_rdwtideodistrict_R = `se_rdwtideodistrict_R'
233.
. return scalar b_rdwtideoelected_all = `b_rdwtideoelected_all'
234. return scalar se_rdwtideoelected_all = `se_rdwtideoelected_all'
235. return scalar b_rdwtideoelected_D = `b_rdwtideoelected_D'
236. return scalar se_rdwtideoelected_D = `se_rdwtideoelected_D'
237. return scalar b_rdwtideoelected_R = `b_rdwtideoelected_R'
238. return scalar se_rdwtideoelected_R = `se_rdwtideoelected_R'
239.
. return scalar b_pscorex_all = `b_pscorex_all'
240. return scalar se_pscorex_all = `se_pscorex_all'
241. return scalar b_pscorex_D = `b_pscorex_D'
242. return scalar se_pscorex_D = `se_pscorex_D'
243. return scalar b_pscorex_R = `b_pscorex_R'
244. return scalar se_pscorex_R = `se_pscorex_R'
245.
. return scalar b_pscoreideodistrict_all = `b_pscoreideodistrict_all'
246. return scalar se_pscoreideodistrict_all = `se_pscoreideodistrict_all'
247. return scalar b_pscoreideodistrict_D = `b_pscoreideodistrict_D'
248. return scalar se_pscoreideodistrict_D = `se_pscoreideodistrict_D'
249. return scalar b_pscoreideodistrict_R = `b_pscoreideodistrict_R'
250. return scalar se_pscoreideodistrict_R = `se_pscoreideodistrict_R'
251.
. return scalar b_pscoreideoelected_all = `b_pscoreideoelected_all'
252. return scalar se_pscoreideoelected_all = `se_pscoreideoelected_all'
253. return scalar b_pscoreideoelected_D = `b_pscoreideoelected_D'
254. return scalar se_pscoreideoelected_D = `se_pscoreideoelected_D'
255. return scalar b_pscoreideoelected_R = `b_pscoreideoelected_R'
256. return scalar se_pscoreideoelected_R = `se_pscoreideoelected_R'
257.
. return scalar b_ols_all = `b_ols_all'
258. return scalar se_ols_all = `se_ols_all'
259. return scalar b_ols_D = `b_ols_D'
260. return scalar se_ols_D = `se_ols_D'
261. return scalar b_ols_R = `b_ols_R'
262. return scalar se_ols_R = `se_ols_R'
263.
. end
.
.
. ********************************************************************************
. ********************************************************************************
. ********************************************************************************
.
. * Now actually run the simulations
.
. set seed 1234567
.
. * Run one simulation as a test
. rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(100000) /*
> */ gamma2(0.0) gamma3(0.6) phi1_D(-1) phi1_R(-1)
number of observations (_N) was 0, now 100,000
(79,715 missing values generated)
(8,263 real changes made)
(53,038 missing values generated)
(53,038 real changes made)
Computing data-driven bandwidth selectors.
Point estimates and standard errors have been adjusted for repeated observations.
(Use option nomasspoints to suppress this adjustment.)
RD Manipulation test using local polynomial density estimation.
c = 0.500 | Left of c Right of c Number of obs = 28548
-------------------+---------------------- Model = unrestricted
Number of obs | 11425 17123 BW method = comb
Eff. Number of obs | 4542 4450 Kernel = triangular
Order est. (p) | 2 2 VCE method = jackknife
Order bias (q) | 3 3
BW est. (h) | 0.096 0.083
Running variable: voteshare_female.
------------------------------------------
Method | T P>|T|
-------------------+----------------------
Robust | -0.2327 0.8160
------------------------------------------
P-values of binomial tests. (H0: prob = .5)
-----------------------------------------------------
Window Length / 2 | <c >=c | P>|T|
-------------------+----------------------+----------
0.000 | 5 15 | 0.0414
0.000 | 19 29 | 0.1934
0.001 | 31 40 | 0.3425
0.001 | 42 54 | 0.2615
0.001 | 51 69 | 0.1203
0.001 | 64 83 | 0.1374
0.002 | 69 97 | 0.0358
0.002 | 83 112 | 0.0447
0.002 | 100 127 | 0.0842
0.002 | 115 132 | 0.3086
-----------------------------------------------------
Computing data-driven bandwidth selectors.
Point estimates and standard errors have been adjusted for repeated observations.
(Use option nomasspoints to suppress this adjustment.)
RD Manipulation test using local polynomial density estimation.
c = 0.500 | Left of c Right of c Number of obs = 13774
-------------------+---------------------- Model = unrestricted
Number of obs | 2457 11317 BW method = comb
Eff. Number of obs | 1615 6442 Kernel = triangular
Order est. (p) | 2 2 VCE method = jackknife
Order bias (q) | 3 3
BW est. (h) | 0.141 0.173
Running variable: voteshare_female.
------------------------------------------
Method | T P>|T|
-------------------+----------------------
Robust | 9.3618 0.0000
------------------------------------------
P-values of binomial tests. (H0: prob = .5)
-----------------------------------------------------
Window Length / 2 | <c >=c | P>|T|
-------------------+----------------------+----------
0.000 | 5 15 | 0.0414
0.000 | 19 29 | 0.1934
0.001 | 31 40 | 0.3425
0.001 | 42 54 | 0.2615
0.001 | 51 69 | 0.1203
0.001 | 64 83 | 0.1374
0.002 | 69 97 | 0.0358
0.002 | 83 112 | 0.0447
0.002 | 100 127 | 0.0842
0.002 | 115 132 | 0.3086
-----------------------------------------------------
Computing data-driven bandwidth selectors.
Point estimates and standard errors have been adjusted for repeated observations.
(Use option nomasspoints to suppress this adjustment.)
RD Manipulation test using local polynomial density estimation.
c = 0.500 | Left of c Right of c Number of obs = 14774
-------------------+---------------------- Model = unrestricted
Number of obs | 8968 5806 BW method = comb
Eff. Number of obs | 6647 2312 Kernel = triangular
Order est. (p) | 2 2 VCE method = jackknife
Order bias (q) | 3 3
BW est. (h) | 0.211 0.148
Running variable: voteshare_female.
------------------------------------------
Method | T P>|T|
-------------------+----------------------
Robust | -12.2100 0.0000
------------------------------------------
P-values of binomial tests. (H0: prob = .5)
-----------------------------------------------------
Window Length / 2 | <c >=c | P>|T|
-------------------+----------------------+----------
0.000 | 5 15 | 0.0414
0.000 | 19 29 | 0.1934
0.001 | 31 40 | 0.3425
0.001 | 42 54 | 0.2615
0.001 | 51 69 | 0.1203
0.001 | 64 83 | 0.1374
0.002 | 69 97 | 0.0358
0.002 | 83 112 | 0.0447
0.002 | 100 127 | 0.0842
0.002 | 115 132 | 0.3086
-----------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 28548
-------------------+---------------------- BW type = mserd
Number of obs | 11425 17123 Kernel = Uniform
Eff. Number of obs | 2282 2410 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.046 0.046
BW bias (b) | 0.092 0.092
rho (h/b) | 0.497 0.497
Outcome: z. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | .01855 .00924 2.0073 0.045 .000437 .036665
Robust | - - 2.0807 0.037 .001262 .042242
--------------------------------------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 13774
-------------------+---------------------- BW type = mserd
Number of obs | 2457 11317 Kernel = Uniform
Eff. Number of obs | 882 2485 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.065 0.065
BW bias (b) | 0.118 0.118
rho (h/b) | 0.552 0.552
Outcome: z. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | .2107 .00961 21.9190 0.000 .191862 .229544
Robust | - - 18.9995 0.000 .191055 .235007
--------------------------------------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 14774
-------------------+---------------------- BW type = mserd
Number of obs | 8968 5806 Kernel = Uniform
Eff. Number of obs | 2933 1286 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.083 0.083
BW bias (b) | 0.151 0.151
rho (h/b) | 0.551 0.551
Outcome: z. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | -.19744 .0082 -24.0813 0.000 -.213511 -.181372
Robust | - - -20.4594 0.000 -.214516 -.177009
--------------------------------------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 28548
-------------------+---------------------- BW type = mserd
Number of obs | 11425 17123 Kernel = Uniform
Eff. Number of obs | 4751 5448 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.101 0.101
BW bias (b) | 0.190 0.190
rho (h/b) | 0.530 0.530
Outcome: y. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | .17272 .04322 3.9964 0.000 .088013 .257427
Robust | - - 3.2304 0.001 .063486 .25937
--------------------------------------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 13774
-------------------+---------------------- BW type = mserd
Number of obs | 2457 11317 Kernel = Uniform
Eff. Number of obs | 880 2484 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.065 0.065
BW bias (b) | 0.117 0.117
rho (h/b) | 0.555 0.555
Outcome: y. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | .31188 .07973 3.9117 0.000 .15561 .468147
Robust | - - 3.3740 0.001 .131626 .496528
--------------------------------------------------------------------------------
Sharp RD estimates using local polynomial regression.
Cutoff c = .5 | Left of c Right of c Number of obs = 14774
-------------------+---------------------- BW type = mserd
Number of obs | 8968 5806 Kernel = Uniform
Eff. Number of obs | 3622 1619 VCE method = NN
Order est. (p) | 1 1
Order bias (q) | 2 2
BW est. (h) | 0.104 0.104
BW bias (b) | 0.184 0.184
rho (h/b) | 0.566 0.566
Outcome: y. Running variable: voteshare_female.
--------------------------------------------------------------------------------
Method | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------------+------------------------------------------------------------
Conventional | .38413 .06763 5.6797 0.000 .251574 .516685
Robust | - - 4.6972 0.000 .218021 .530242
--------------------------------------------------------------------------------
(53,038 missing values generated)
(53,038 real changes made)
(71,452 missing values generated)
Iteration 0: log likelihood = -7045.573
Iteration 1: log likelihood = -7014.2341
Iteration 2: log likelihood = -7014.2334
Iteration 3: log likelihood = -7014.2334
Probit regression Number of obs = 10,199
LR chi2(1) = 62.68
Prob > chi2 = 0.0000
Log likelihood = -7014.2334 Pseudo R2 = 0.0044
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
x | -.2260739 .0286094 -7.90 0.000 -.2821473 -.1700006
_cons | .0707624 .0125909 5.62 0.000 .0460847 .09544
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(89,801 missing values generated)
(94,552 missing values generated)
(4,751 real changes made)
(sum of wgt is 20,398.6936738491)
Source | SS df MS Number of obs = 10,199
-------------+---------------------------------- F(3, 10195) = 51.96
Model | 193.062182 3 64.3540607 Prob > F = 0.0000
Residual | 12626.5639 10,195 1.23850554 R-squared = 0.0151
-------------+---------------------------------- Adj R-squared = 0.0148
Total | 12819.6261 10,198 1.25707258 Root MSE = 1.1129
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | .1739132 .0439874 3.95 0.000 .0876893 .2601372
voteshare_female_adj | 3.538998 .5419161 6.53 0.000 2.476736 4.60126
|
female#c.voteshare_female_adj |
1 | -6.258399 .7649045 -8.18 0.000 -7.757763 -4.759036
|
_cons | -1.052096 .0305361 -34.45 0.000 -1.111952 -.9922388
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -1933.3477
Iteration 1: log likelihood = -1878.7605
Iteration 2: log likelihood = -1878.6371
Iteration 3: log likelihood = -1878.6371
Probit regression Number of obs = 3,364
LR chi2(1) = 109.42
Prob > chi2 = 0.0000
Log likelihood = -1878.6371 Pseudo R2 = 0.0283
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
x | .5759299 .055828 10.32 0.000 .4665091 .6853507
_cons | .720536 .0252009 28.59 0.000 .6711433 .7699288
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(96,636 missing values generated)
(97,516 missing values generated)
(880 real changes made)
(sum of wgt is 6,733.80004513264)
Source | SS df MS Number of obs = 3,364
-------------+---------------------------------- F(3, 3360) = 40.81
Model | 139.293765 3 46.4312551 Prob > F = 0.0000
Residual | 3822.60101 3,360 1.13767887 R-squared = 0.0352
-------------+---------------------------------- Adj R-squared = 0.0343
Total | 3961.89478 3,363 1.17808349 Root MSE = 1.0666
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | .2406377 .0730094 3.30 0.001 .0974903 .3837851
voteshare_female_adj | 6.792886 1.412536 4.81 0.000 4.023369 9.562403
|
female#c.voteshare_female_adj |
1 | -9.439579 1.989195 -4.75 0.000 -13.33973 -5.539424
|
_cons | -1.285744 .0501982 -25.61 0.000 -1.384166 -1.187322
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -3240.1233
Iteration 1: log likelihood = -3133.1627
Iteration 2: log likelihood = -3132.9107
Iteration 3: log likelihood = -3132.9107
Probit regression Number of obs = 5,241
LR chi2(1) = 214.43
Prob > chi2 = 0.0000
Log likelihood = -3132.9107 Pseudo R2 = 0.0331
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
x | -.629661 .0437244 -14.40 0.000 -.7153593 -.5439628
_cons | -.5177479 .0184832 -28.01 0.000 -.5539742 -.4815216
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(94,759 missing values generated)
(98,381 missing values generated)
(3,622 real changes made)
(sum of wgt is 10,475.5064911842)
Source | SS df MS Number of obs = 5,241
-------------+---------------------------------- F(3, 5237) = 80.33
Model | 290.368848 3 96.7896161 Prob > F = 0.0000
Residual | 6310.12588 5,237 1.20491233 R-squared = 0.0440
-------------+---------------------------------- Adj R-squared = 0.0434
Total | 6600.49473 5,240 1.2596364 Root MSE = 1.0977
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | .3231791 .0614265 5.26 0.000 .2027576 .4436006
voteshare_female_adj | 4.05668 .722778 5.61 0.000 2.639734 5.473627
|
female#c.voteshare_female_adj |
1 | -5.84145 1.017686 -5.74 0.000 -7.836538 -3.846362
|
_cons | -.8815513 .0424921 -20.75 0.000 -.9648534 -.7982492
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -7045.573
Iteration 1: log likelihood = -6830.0923
Iteration 2: log likelihood = -6829.9941
Iteration 3: log likelihood = -6829.9941
Probit regression Number of obs = 10,199
LR chi2(1) = 431.16
Prob > chi2 = 0.0000
Log likelihood = -6829.9941 Pseudo R2 = 0.0306
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z | -1.538549 .0747452 -20.58 0.000 -1.685046 -1.392051
_cons | -.0209974 .0136641 -1.54 0.124 -.0477786 .0057838
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(89,801 missing values generated)
(94,552 missing values generated)
(4,751 real changes made)
(sum of wgt is 20,472.7413574457)
Source | SS df MS Number of obs = 10,199
-------------+---------------------------------- F(3, 10195) = 70.48
Model | 262.88843 3 87.6294767 Prob > F = 0.0000
Residual | 12675.1194 10,195 1.24326821 R-squared = 0.0203
-------------+---------------------------------- Adj R-squared = 0.0200
Total | 12938.0078 10,198 1.2686809 Root MSE = 1.115
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | .1943662 .0436797 4.45 0.000 .1087454 .2799871
voteshare_female_adj | 3.946968 .5368838 7.35 0.000 2.894571 4.999366
|
female#c.voteshare_female_adj |
1 | -6.460541 .7641782 -8.45 0.000 -7.958481 -4.962601
|
_cons | -1.069798 .0301335 -35.50 0.000 -1.128866 -1.010731
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -1933.3477
Iteration 1: log likelihood = -1286.2133
Iteration 2: log likelihood = -1267.5265
Iteration 3: log likelihood = -1267.4815
Iteration 4: log likelihood = -1267.4815
Probit regression Number of obs = 3,364
LR chi2(1) = 1331.73
Prob > chi2 = 0.0000
Log likelihood = -1267.4815 Pseudo R2 = 0.3444
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z | 7.444313 .2623512 28.38 0.000 6.930114 7.958512
_cons | 1.78103 .0537058 33.16 0.000 1.675768 1.886291
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(96,636 missing values generated)
(97,516 missing values generated)
(880 real changes made)
(sum of wgt is 6,608.81980001926)
Source | SS df MS Number of obs = 3,364
-------------+---------------------------------- F(3, 3360) = 112.97
Model | 469.699399 3 156.566466 Prob > F = 0.0000
Residual | 4656.54364 3,360 1.38587608 R-squared = 0.0916
-------------+---------------------------------- Adj R-squared = 0.0908
Total | 5126.24304 3,363 1.52430658 Root MSE = 1.1772
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | -.793492 .0774302 -10.25 0.000 -.9453071 -.6416768
voteshare_female_adj | 26.62825 1.637998 16.26 0.000 23.41667 29.83982
|
female#c.voteshare_female_adj |
1 | -31.34425 2.256755 -13.89 0.000 -35.769 -26.9195
|
_cons | -.2816657 .0479712 -5.87 0.000 -.3757214 -.1876099
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -3240.1233
Iteration 1: log likelihood = -2172.2326
Iteration 2: log likelihood = -2152.4686
Iteration 3: log likelihood = -2152.4172
Iteration 4: log likelihood = -2152.4172
Probit regression Number of obs = 5,241
LR chi2(1) = 2175.41
Prob > chi2 = 0.0000
Log likelihood = -2152.4172 Pseudo R2 = 0.3357
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z | -7.049271 .1911968 -36.87 0.000 -7.42401 -6.674532
_cons | -.7631799 .0241643 -31.58 0.000 -.8105411 -.7158187
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(94,759 missing values generated)
(98,381 missing values generated)
(3,622 real changes made)
(sum of wgt is 9,903.25282597542)
Source | SS df MS Number of obs = 5,241
-------------+---------------------------------- F(3, 5237) = 22.54
Model | 81.2014589 3 27.067153 Prob > F = 0.0000
Residual | 6288.68375 5,237 1.20081798 R-squared = 0.0127
-------------+---------------------------------- Adj R-squared = 0.0122
Total | 6369.8852 5,240 1.21562695 Root MSE = 1.0958
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | -.1379332 .0656739 -2.10 0.036 -.2666815 -.0091849
voteshare_female_adj | 5.627017 .7120137 7.90 0.000 4.231173 7.022861
|
female#c.voteshare_female_adj |
1 | -7.189718 1.03427 -6.95 0.000 -9.217319 -5.162118
|
_cons | -.680452 .0396242 -17.17 0.000 -.758132 -.6027719
-----------------------------------------------------------------------------------------------
(53,038 missing values generated)
(53,038 real changes made)
Iteration 0: log likelihood = -7045.573
Iteration 1: log likelihood = -6040.1188
Iteration 2: log likelihood = -6037.2237
Iteration 3: log likelihood = -6037.2236
Probit regression Number of obs = 10,199
LR chi2(1) = 2016.70
Prob > chi2 = 0.0000
Log likelihood = -6037.2236 Pseudo R2 = 0.1431
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z_elected | -1.958926 .0449516 -43.58 0.000 -2.04703 -1.870823
_cons | .0135668 .0133481 1.02 0.309 -.0125949 .0397285
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(89,801 missing values generated)
(94,552 missing values generated)
(4,751 real changes made)
(sum of wgt is 20,703.5746251345)
Source | SS df MS Number of obs = 10,199
-------------+---------------------------------- F(3, 10195) = 156.58
Model | 586.245291 3 195.415097 Prob > F = 0.0000
Residual | 12723.9437 10,195 1.24805725 R-squared = 0.0440
-------------+---------------------------------- Adj R-squared = 0.0438
Total | 13310.189 10,198 1.3051764 Root MSE = 1.1172
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | .3725144 .044218 8.42 0.000 .2858384 .4591904
voteshare_female_adj | 3.852766 .5269349 7.31 0.000 2.81987 4.885662
|
female#c.voteshare_female_adj |
1 | -6.090878 .7661041 -7.95 0.000 -7.592593 -4.589164
|
_cons | -1.201598 .0296283 -40.56 0.000 -1.259675 -1.14352
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -1933.3477
Iteration 1: log likelihood = -1587.7928
Iteration 2: log likelihood = -1582.0926
Iteration 3: log likelihood = -1582.0776
Iteration 4: log likelihood = -1582.0776
Probit regression Number of obs = 3,364
LR chi2(1) = 702.54
Prob > chi2 = 0.0000
Log likelihood = -1582.0776 Pseudo R2 = 0.1817
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z_elected | 7.410054 .3114873 23.79 0.000 6.79955 8.020558
_cons | 3.042828 .1071286 28.40 0.000 2.83286 3.252796
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(96,636 missing values generated)
(97,516 missing values generated)
(880 real changes made)
(sum of wgt is 6,813.62821555138)
Source | SS df MS Number of obs = 3,364
-------------+---------------------------------- F(3, 3360) = 44.01
Model | 168.894906 3 56.2983019 Prob > F = 0.0000
Residual | 4298.15433 3,360 1.2792126 R-squared = 0.0378
-------------+---------------------------------- Adj R-squared = 0.0369
Total | 4467.04924 3,363 1.32829296 Root MSE = 1.131
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | -.4509505 .0758094 -5.95 0.000 -.5995877 -.3023132
voteshare_female_adj | 16.0325 1.518248 10.56 0.000 13.05572 19.00929
|
female#c.voteshare_female_adj |
1 | -19.80716 2.132745 -9.29 0.000 -23.98877 -15.62555
|
_cons | -.6497326 .0491586 -13.22 0.000 -.7461164 -.5533488
-----------------------------------------------------------------------------------------------
Iteration 0: log likelihood = -3240.1233
Iteration 1: log likelihood = -2594.5471
Iteration 2: log likelihood = -2583.7661
Iteration 3: log likelihood = -2583.7327
Iteration 4: log likelihood = -2583.7327
Probit regression Number of obs = 5,241
LR chi2(1) = 1312.78
Prob > chi2 = 0.0000
Log likelihood = -2583.7327 Pseudo R2 = 0.2026
------------------------------------------------------------------------------
female | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
z_elected | -7.805294 .2423385 -32.21 0.000 -8.280269 -7.33032
_cons | 1.29987 .0573838 22.65 0.000 1.1874 1.412341
------------------------------------------------------------------------------
(option pr assumed; Pr(female))
(94,759 missing values generated)
(98,381 missing values generated)
(3,622 real changes made)
(sum of wgt is 10,372.1911814213)
Source | SS df MS Number of obs = 5,241
-------------+---------------------------------- F(3, 5237) = 16.72
Model | 60.8606207 3 20.2868736 Prob > F = 0.0000
Residual | 6354.50433 5,237 1.21338635 R-squared = 0.0095
-------------+---------------------------------- Adj R-squared = 0.0089
Total | 6415.36495 5,240 1.22430629 Root MSE = 1.1015
-----------------------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
------------------------------+----------------------------------------------------------------
female | -.1872573 .0632442 -2.96 0.003 -.3112422 -.0632723
voteshare_female_adj | 5.046656 .7215085 6.99 0.000 3.632198 6.461113
|
female#c.voteshare_female_adj |
1 | -5.702727 1.02625 -5.56 0.000 -7.714604 -3.690849
|
_cons | -.6934209 .0411359 -16.86 0.000 -.7740645 -.6127773
-----------------------------------------------------------------------------------------------
Iteration 0: EE criterion = 2.168e-28
Iteration 1: EE criterion = 4.132e-33
Treatment-effects estimation Number of obs = 100,000
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | .185551 .009143 20.29 0.000 .1676311 .2034709
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.51444 .0040466 -374.25 0.000 -1.522371 -1.506509
------------------------------------------------------------------------------
Iteration 0: EE criterion = 5.545e-18
Iteration 1: EE criterion = 2.076e-33
Treatment-effects estimation Number of obs = 46,962
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | -.0620271 .0113967 -5.44 0.000 -.0843642 -.03969
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.499856 .0061075 -245.58 0.000 -1.511827 -1.487886
------------------------------------------------------------------------------
Iteration 0: EE criterion = 2.364e-23
Iteration 1: EE criterion = 4.823e-32
Treatment-effects estimation Number of obs = 53,038
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | .4934254 .015274 32.30 0.000 .4634889 .5233619
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.519821 .0053757 -282.72 0.000 -1.530357 -1.509284
------------------------------------------------------------------------------
Iteration 0: EE criterion = 7.198e-22
Iteration 1: EE criterion = 6.742e-33
Treatment-effects estimation Number of obs = 100,000
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | .1960373 .0094185 20.81 0.000 .1775775 .2144971
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.527443 .004071 -375.20 0.000 -1.535422 -1.519464
------------------------------------------------------------------------------
Iteration 0: EE criterion = 4.047e-18
Iteration 1: EE criterion = 2.245e-32
Treatment-effects estimation Number of obs = 46,962
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | -.0158669 .0108021 -1.47 0.142 -.0370386 .0053048
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.51214 .0060289 -250.82 0.000 -1.523956 -1.500323
------------------------------------------------------------------------------
Iteration 0: EE criterion = 2.427e-27
Iteration 1: EE criterion = 1.682e-31
Treatment-effects estimation Number of obs = 52,919
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | -.1946729 .0624661 -3.12 0.002 -.3171042 -.0722417
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.45934 .0055571 -262.61 0.000 -1.470232 -1.448448
------------------------------------------------------------------------------
Iteration 0: EE criterion = 1.047e-24
Iteration 1: EE criterion = 5.030e-32
Treatment-effects estimation Number of obs = 100,000
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | .2416772 .0092623 26.09 0.000 .2235235 .2598309
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.519808 .0040542 -374.88 0.000 -1.527754 -1.511862
------------------------------------------------------------------------------
Iteration 0: EE criterion = 3.676e-18
Iteration 1: EE criterion = 2.042e-33
Treatment-effects estimation Number of obs = 46,962
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | -.000495 .0106006 -0.05 0.963 -.0212719 .0202818
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.515822 .0060067 -252.36 0.000 -1.527595 -1.504049
------------------------------------------------------------------------------
Iteration 0: EE criterion = 9.684e-16
Iteration 1: EE criterion = 8.628e-28
Treatment-effects estimation Number of obs = 53,038
Estimator : inverse-probability weights
Outcome model : weighted mean
Treatment model: probit
------------------------------------------------------------------------------
| Robust
y | Coef. Std. Err. z P>|z| [95% Conf. Interval]
-------------+----------------------------------------------------------------
ATE |
female |
(1 vs 0) | -.1050439 .0401988 -2.61 0.009 -.183832 -.0262557
-------------+----------------------------------------------------------------
POmean |
female |
0 | -1.458219 .0054927 -265.48 0.000 -1.468984 -1.447453
------------------------------------------------------------------------------
Source | SS df MS Number of obs = 100,000
-------------+---------------------------------- F(1, 99998) = 115.72
Model | 155.270531 1 155.270531 Prob > F = 0.0000
Residual | 134179.437 99,998 1.3418212 R-squared = 0.0012
-------------+---------------------------------- Adj R-squared = 0.0011
Total | 134334.707 99,999 1.34336051 Root MSE = 1.1584
------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
-------------+----------------------------------------------------------------
female | .0988518 .0091894 10.76 0.000 .0808406 .1168629
_cons | -1.501196 .0040908 -366.97 0.000 -1.509214 -1.493178
------------------------------------------------------------------------------
Source | SS df MS Number of obs = 46,962
-------------+---------------------------------- F(1, 46960) = 81.37
Model | 107.755058 1 107.755058 Prob > F = 0.0000
Residual | 62185.463 46,960 1.32422196 R-squared = 0.0017
-------------+---------------------------------- Adj R-squared = 0.0017
Total | 62293.2181 46,961 1.32648832 Root MSE = 1.1507
------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
-------------+----------------------------------------------------------------
female | -.1088381 .0120654 -9.02 0.000 -.1324866 -.0851897
_cons | -1.487199 .0061843 -240.48 0.000 -1.499321 -1.475078
------------------------------------------------------------------------------
Source | SS df MS Number of obs = 53,038
-------------+---------------------------------- F(1, 53036) = 886.34
Model | 1182.47024 1 1182.47024 Prob > F = 0.0000
Residual | 70755.5305 53,036 1.33410383 R-squared = 0.0164
-------------+---------------------------------- Adj R-squared = 0.0164
Total | 71938.0008 53,037 1.35637387 Root MSE = 1.155
------------------------------------------------------------------------------
y | Coef. Std. Err. t P>|t| [95% Conf. Interval]
-------------+----------------------------------------------------------------
female | .4290223 .0144105 29.77 0.000 .4007775 .457267
_cons | -1.511833 .0054114 -279.38 0.000 -1.522439 -1.501226
------------------------------------------------------------------------------
.
.
.
.
. set seed 1234567
.
. forvalues j = 1/4 {
2. if `j'==1 {
3. * BASELINE: Everything balanced
. local gamma2 = 0 // No preference for female D
4. local gamma3 = 0 // No preference for female R
5. local phi1_D = 0 // No relationship between gender and ideology
6. local phi1_R = 0
7. local DataDescr`j' = "Baseline - Everything Balanced"
8. }
9. else if `j'==2 {
10. * Variant 1: Women are more left-wing, no preference for female candidates
. local gamma2 = 0 // No preference for female D
11. local gamma3 = 0 // No preference for female R
12. local phi1_D = -1 // No relationship between gender and ideology
13. local phi1_R = -1
14. local DataDescr`j' = "Variant 1 - Women are more left-wing, no preference for female candidates"
15. }
16. else if `j'==3 {
17. * Variant 2: Women are more left-wing, equal preference for female candidates
. local gamma2 = 0.3 // No preference for female D
18. local gamma3 = 0.3 // No preference for female R
19. local phi1_D = -1 // No relationship between gender and ideology
20. local phi1_R = -1
21. local DataDescr`j' = "Variant 2 - Women are more left-wing, equal preference for female candidates"
22. }
23.
. else if `j'==4 {
24. * Variant 3: Women are more left-wing, only D's prefer female candidates
. local gamma2 = 0.6 // No preference for female D
25. local gamma3 = 0 // No preference for female R
26. local phi1_D = -1 // No relationship between gender and ideology
27. local phi1_R = -1
28. local DataDescr`j' = "Variant 3 - Women are more left-wing, only Ds prefer female candidates"
29. }
30.
. simulate denstest_pval_all=r(denstest_pval_all) denstest_pval_D=r(denstest_pval_D) denstest_pval_R=r(denstest_pval_R) /*
> */ b_ideology_all=r(b_ideology_all) se_ideology_all=r(se_ideology_all) /*
> */ b_ideology_D=r(b_ideology_D) se_ideology_D=r(se_ideology_D) /*
> */ b_ideology_R=r(b_ideology_R) se_ideology_R=r(se_ideology_R) /*
> */ b_rd_all=r(b_rd_all) se_rd_all=r(se_rd_all) /*
> */ b_rd_D=r(b_rd_D) se_rd_D=r(se_rd_D) /*
> */ b_rd_R=r(b_rd_R) se_rd_R=r(se_rd_R) /*
> */ b_rdwt_all=r(b_rdwt_all) se_rdwt_all=r(se_rdwt_all) /*
> */ b_rdwt_D=r(b_rdwt_D) se_rdwt_D=r(se_rdwt_D) /*
> */ b_rdwt_R=r(b_rdwt_R) se_rdwt_R=r(se_rdwt_R) /*
> */ b_rdwtideodistrict_all=r(b_rdwtideodistrict_all) se_rdwtideodistrict_all=r(se_rdwtideodistrict_all) /*
> */ b_rdwtideodistrict_D=r(b_rdwtideodistrict_D) se_rdwtideodistrict_D=r(se_rdwtideodistrict_D) /*
> */ b_rdwtideodistrict_R=r(b_rdwtideodistrict_R) se_rdwtideodistrict_R=r(se_rdwtideodistrict_R) /*
> */ b_rdwtideoelected_all=r(b_rdwtideoelected_all) se_rdwtideoelected_all=r(se_rdwtideoelected_all) /*
> */ b_rdwtideoelected_D=r(b_rdwtideoelected_D) se_rdwtideoelected_D=r(se_rdwtideoelected_D) /*
> */ b_rdwtideoelected_R=r(b_rdwtideoelected_R) se_rdwtideoelected_R=r(se_rdwtideoelected_R) /*
> */ b_pscorex_all=r(b_pscorex_all) se_pscorex_all=r(se_pscorex_all) /*
> */ b_pscorex_D=r(b_pscorex_D) se_pscorex_D=r(se_pscorex_D) /*
> */ b_pscorex_R=r(b_pscorex_R) se_pscorex_R=r(se_pscorex_R) /*
> */ b_pscoreideodistrict_all=r(b_pscoreideodistrict_all) se_pscoreideodistrict_all=r(se_pscoreideodistrict_all) /*
> */ b_pscoreideodistrict_D=r(b_pscoreideodistrict_D) se_pscoreideodistrict_D=r(se_pscoreideodistrict_D) /*
> */ b_pscoreideodistrict_R=r(b_pscoreideodistrict_R) se_pscoreideodistrict_R=r(se_pscoreideodistrict_R) /*
> */ b_pscoreideoelected_all=r(b_pscoreideoelected_all) se_pscoreideoelected_all=r(se_pscoreideoelected_all) /*
> */ b_pscoreideoelected_D=r(b_pscoreideoelected_D) se_pscoreideoelected_D=r(se_pscoreideoelected_D) /*
> */ b_pscoreideoelected_R=r(b_pscoreideoelected_R) se_pscoreideoelected_R=r(se_pscoreideoelected_R) /*
> */ b_ols_all=r(b_ols_all) se_ols_all=r(se_ols_all) /*
> */ b_ols_D=r(b_ols_D) se_ols_D=r(se_ols_D) /*
> */ b_ols_R=r(b_ols_R) se_ols_R=r(se_ols_R) /*
> */ , reps(1000) saving("$AppendixC_simulations/rd_simulations`j'.dta", replace): /*
> */ rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(10000) /*
> */ gamma2(`gamma2') gamma3(`gamma3') phi1_D(`phi1_D') phi1_R(`phi1_R')
31.
. gen gamma2 = `gamma2'
32. gen gamma3 = `gamma3'
33. gen phi1_D = `phi1_D'
34. gen phi1_R = `phi1_R'
35. label data "`DataDescr`j''"
36. save "$AppendixC_simulations/rd_simulations`j'.dta", replace
37.
. foreach type in "rd" "rdwt" "rdwtideodistrict" "rdwtideoelected" "pscorex" "pscoreideodistrict" "pscoreideoelected" "ols" {
38. di ""
39. di ""
40. di in ye "type = `type'"
41. foreach party in "all" "D" "R" {
42. gen byte hit_`type'_`party' = b_`type'_`party' - 1.96*se_`type'_`party'<=0 & /*
> */ b_`type'_`party' + 1.96*se_`type'_`party'>=0
43. }
44. sum b_`type'_D se_`type'_D hit_`type'_D b_`type'_R se_`type'_R hit_`type'_R
45. }
46. }
command: rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(10000) gamma2(0) gamma3(0) phi1_D(0) phi1_R(0)
denstest_pval_~l: r(denstest_pval_all)
denstest_pval_D: r(denstest_pval_D)
denstest_pval_R: r(denstest_pval_R)
b_ideology_all: r(b_ideology_all)
se_ideology_all: r(se_ideology_all)
b_ideology_D: r(b_ideology_D)
se_ideology_D: r(se_ideology_D)
b_ideology_R: r(b_ideology_R)
se_ideology_R: r(se_ideology_R)
b_rd_all: r(b_rd_all)
se_rd_all: r(se_rd_all)
b_rd_D: r(b_rd_D)
se_rd_D: r(se_rd_D)
b_rd_R: r(b_rd_R)
se_rd_R: r(se_rd_R)
b_rdwt_all: r(b_rdwt_all)
se_rdwt_all: r(se_rdwt_all)
b_rdwt_D: r(b_rdwt_D)
se_rdwt_D: r(se_rdwt_D)
b_rdwt_R: r(b_rdwt_R)
se_rdwt_R: r(se_rdwt_R)
b_rdwtideodist~l: r(b_rdwtideodistrict_all)
se_rdwtideodis~l: r(se_rdwtideodistrict_all)
b_rdwtideodist~D: r(b_rdwtideodistrict_D)
se_rdwtideodis~D: r(se_rdwtideodistrict_D)
b_rdwtideodist~R: r(b_rdwtideodistrict_R)
se_rdwtideodis~R: r(se_rdwtideodistrict_R)
b_rdwtideoelec~l: r(b_rdwtideoelected_all)
se_rdwtideoele~l: r(se_rdwtideoelected_all)
b_rdwtideoelec~D: r(b_rdwtideoelected_D)
se_rdwtideoele~D: r(se_rdwtideoelected_D)
b_rdwtideoelec~R: r(b_rdwtideoelected_R)
se_rdwtideoele~R: r(se_rdwtideoelected_R)
b_pscorex_all: r(b_pscorex_all)
se_pscorex_all: r(se_pscorex_all)
b_pscorex_D: r(b_pscorex_D)
se_pscorex_D: r(se_pscorex_D)
b_pscorex_R: r(b_pscorex_R)
se_pscorex_R: r(se_pscorex_R)
b_pscoreideodi~l: r(b_pscoreideodistrict_all)
se_pscoreideod~l: r(se_pscoreideodistrict_all)
b_pscoreideodi~D: r(b_pscoreideodistrict_D)
se_pscoreideod~D: r(se_pscoreideodistrict_D)
b_pscoreideodi~R: r(b_pscoreideodistrict_R)
se_pscoreideod~R: r(se_pscoreideodistrict_R)
b_pscoreideoel~l: r(b_pscoreideoelected_all)
se_pscoreideoe~l: r(se_pscoreideoelected_all)
b_pscoreideoel~D: r(b_pscoreideoelected_D)
se_pscoreideoe~D: r(se_pscoreideoelected_D)
b_pscoreideoel~R: r(b_pscoreideoelected_R)
se_pscoreideoe~R: r(se_pscoreideoelected_R)
b_ols_all: r(b_ols_all)
se_ols_all: r(se_ols_all)
b_ols_D: r(b_ols_D)
se_ols_D: r(se_ols_D)
b_ols_R: r(b_ols_R)
se_ols_R: r(se_ols_R)
Simulations (1000)
----+--- 1 ---+--- 2 ---+--- 3 ---+--- 4 ---+--- 5
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file /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/rd_simulations1.dta saved
type = rd
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rd_D | 1,000 .000474 .2158104 -.7346113 .9701019
se_rd_D | 1,000 .2066569 .0209705 .1547102 .2945822
hit_rd_D | 1,000 .948 .2221381 0 1
b_rd_R | 1,000 .0061781 .2194184 -.6579666 .882883
se_rd_R | 1,000 .2077052 .0213403 .1590595 .2819441
-------------+---------------------------------------------------------
hit_rd_R | 1,000 .944 .2300368 0 1
type = rdwt
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwt_D | 1,000 .000563 .215728 -.760636 .9889148
se_rdwt_D | 1,000 .2074663 .0194472 .1614645 .2764145
hit_rdwt_D | 1,000 .952 .2138732 0 1
b_rdwt_R | 1,000 .0063396 .218869 -.6742517 .8876668
se_rdwt_R | 1,000 .2079266 .0202564 .1640088 .2907166
-------------+---------------------------------------------------------
hit_rdwt_R | 1,000 .949 .2201078 0 1
type = rdwtideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~t_D | 1,000 .0007777 .2130281 -.7609494 .9757128
se_rdwti~t_D | 1,000 .2074916 .0194821 .1614185 .2770738
hit_rdwtid~D | 1,000 .955 .2074079 0 1
b_rdwtid~t_R | 1,000 .0070163 .2142945 -.7047111 .8283938
se_rdwti~t_R | 1,000 .2079609 .0202332 .1639686 .2897356
-------------+---------------------------------------------------------
hit_rdwtid~R | 1,000 .95 .218054 0 1
type = rdwtideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~d_D | 1,000 -.0000482 .2120022 -.7777959 .9878977
se_rdwti~d_D | 1,000 .2075136 .0194996 .1613577 .2767253
hit_rdwt~d_D | 1,000 .954 .2095899 0 1
b_rdwtid~d_R | 1,000 .0071389 .211381 -.6772436 .8140548
se_rdwti~d_R | 1,000 .2079869 .0202312 .1639532 .2900819
-------------+---------------------------------------------------------
hit_rdwt~d_R | 1,000 .95 .218054 0 1
type = pscorex
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscorex_D | 1,000 .0016244 .0410007 -.1189567 .1347485
se_pscorex_D | 1,000 .0417603 .0010802 .0389149 .0450724
hit_pscore~D | 1,000 .964 .1863833 0 1
b_pscorex_R | 1,000 .0001079 .0414081 -.1207875 .1166156
se_pscorex_R | 1,000 .041873 .0010361 .0387544 .0453656
-------------+---------------------------------------------------------
hit_pscore~R | 1,000 .952 .2138732 0 1
type = pscoreideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~t_D | 1,000 .0011411 .0389529 -.1209979 .135818
se_pscor~t_D | 1,000 .0394981 .0010252 .0365711 .0428945
hit_psco~t_D | 1,000 .956 .2051977 0 1
b_pscore~t_R | 1,000 -.0000255 .0389256 -.1365211 .1169339
se_pscor~t_R | 1,000 .0396001 .0009805 .0368675 .0428658
-------------+---------------------------------------------------------
hit_psco~t_R | 1,000 .949 .2201078 0 1
type = pscoreideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~d_D | 1,000 .0009746 .0382667 -.1189793 .1366088
se_pscor~d_D | 1,000 .038707 .0010097 .0358897 .0423216
hit_psco~d_D | 1,000 .959 .1983894 0 1
b_pscore~d_R | 1,000 .0001725 .0384444 -.1271377 .1249728
se_pscor~d_R | 1,000 .0387925 .0009651 .0358581 .0419615
-------------+---------------------------------------------------------
hit_psco~d_R | 1,000 .941 .2357426 0 1
type = ols
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_ols_D | 1,000 .0016925 .0436147 -.1204213 .1329182
se_ols_D | 1,000 .0444561 .0007614 .0424713 .0471137
hit_ols_D | 1,000 .96 .1960572 0 1
b_ols_R | 1,000 -.0000372 .0443401 -.1468209 .1455884
se_ols_R | 1,000 .0445274 .0007684 .0422679 .047389
-------------+---------------------------------------------------------
hit_ols_R | 1,000 .948 .2221381 0 1
command: rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(10000) gamma2(0) gamma3(0) phi1_D(-1)
phi1_R(-1)
denstest_pval_~l: r(denstest_pval_all)
denstest_pval_D: r(denstest_pval_D)
denstest_pval_R: r(denstest_pval_R)
b_ideology_all: r(b_ideology_all)
se_ideology_all: r(se_ideology_all)
b_ideology_D: r(b_ideology_D)
se_ideology_D: r(se_ideology_D)
b_ideology_R: r(b_ideology_R)
se_ideology_R: r(se_ideology_R)
b_rd_all: r(b_rd_all)
se_rd_all: r(se_rd_all)
b_rd_D: r(b_rd_D)
se_rd_D: r(se_rd_D)
b_rd_R: r(b_rd_R)
se_rd_R: r(se_rd_R)
b_rdwt_all: r(b_rdwt_all)
se_rdwt_all: r(se_rdwt_all)
b_rdwt_D: r(b_rdwt_D)
se_rdwt_D: r(se_rdwt_D)
b_rdwt_R: r(b_rdwt_R)
se_rdwt_R: r(se_rdwt_R)
b_rdwtideodist~l: r(b_rdwtideodistrict_all)
se_rdwtideodis~l: r(se_rdwtideodistrict_all)
b_rdwtideodist~D: r(b_rdwtideodistrict_D)
se_rdwtideodis~D: r(se_rdwtideodistrict_D)
b_rdwtideodist~R: r(b_rdwtideodistrict_R)
se_rdwtideodis~R: r(se_rdwtideodistrict_R)
b_rdwtideoelec~l: r(b_rdwtideoelected_all)
se_rdwtideoele~l: r(se_rdwtideoelected_all)
b_rdwtideoelec~D: r(b_rdwtideoelected_D)
se_rdwtideoele~D: r(se_rdwtideoelected_D)
b_rdwtideoelec~R: r(b_rdwtideoelected_R)
se_rdwtideoele~R: r(se_rdwtideoelected_R)
b_pscorex_all: r(b_pscorex_all)
se_pscorex_all: r(se_pscorex_all)
b_pscorex_D: r(b_pscorex_D)
se_pscorex_D: r(se_pscorex_D)
b_pscorex_R: r(b_pscorex_R)
se_pscorex_R: r(se_pscorex_R)
b_pscoreideodi~l: r(b_pscoreideodistrict_all)
se_pscoreideod~l: r(se_pscoreideodistrict_all)
b_pscoreideodi~D: r(b_pscoreideodistrict_D)
se_pscoreideod~D: r(se_pscoreideodistrict_D)
b_pscoreideodi~R: r(b_pscoreideodistrict_R)
se_pscoreideod~R: r(se_pscoreideodistrict_R)
b_pscoreideoel~l: r(b_pscoreideoelected_all)
se_pscoreideoe~l: r(se_pscoreideoelected_all)
b_pscoreideoel~D: r(b_pscoreideoelected_D)
se_pscoreideoe~D: r(se_pscoreideoelected_D)
b_pscoreideoel~R: r(b_pscoreideoelected_R)
se_pscoreideoe~R: r(se_pscoreideoelected_R)
b_ols_all: r(b_ols_all)
se_ols_all: r(se_ols_all)
b_ols_D: r(b_ols_D)
se_ols_D: r(se_ols_D)
b_ols_R: r(b_ols_R)
se_ols_R: r(se_ols_R)
Simulations (1000)
----+--- 1 ---+--- 2 ---+--- 3 ---+--- 4 ---+--- 5
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file /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/rd_simulations2.dta saved
type = rd
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rd_D | 1,000 .0012576 .2228617 -.7331437 1.009145
se_rd_D | 1,000 .2176755 .0255152 .1618408 .3236289
hit_rd_D | 1,000 .946 .2261308 0 1
b_rd_R | 1,000 .0330576 .243948 -.7533619 .8312749
se_rd_R | 1,000 .2278799 .0267695 .1654119 .3677094
-------------+---------------------------------------------------------
hit_rd_R | 1,000 .933 .2501471 0 1
type = rdwt
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwt_D | 1,000 .000469 .2242803 -.7151504 1.00985
se_rdwt_D | 1,000 .1968521 .0196471 .1512845 .2650954
hit_rdwt_D | 1,000 .922 .2683058 0 1
b_rdwt_R | 1,000 .0330745 .2432499 -.7427425 .8059599
se_rdwt_R | 1,000 .2059705 .020458 .1560483 .2731172
-------------+---------------------------------------------------------
hit_rdwt_R | 1,000 .902 .2974634 0 1
type = rdwtideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~t_D | 1,000 -.006175 .2212031 -.7455772 .9364876
se_rdwti~t_D | 1,000 .196769 .0196699 .1512361 .2634379
hit_rdwtid~D | 1,000 .93 .2552747 0 1
b_rdwtid~t_R | 1,000 .028441 .2407647 -.8496327 .8543036
se_rdwti~t_R | 1,000 .2060652 .0204876 .1575227 .2727789
-------------+---------------------------------------------------------
hit_rdwtid~R | 1,000 .91 .286325 0 1
type = rdwtideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~d_D | 1,000 .0090432 .2212611 -.6531096 .982204
se_rdwti~d_D | 1,000 .1969396 .0196544 .1515357 .2642587
hit_rdwt~d_D | 1,000 .925 .2635231 0 1
b_rdwtid~d_R | 1,000 .0109837 .2401174 -.8600007 .7876767
se_rdwti~d_R | 1,000 .2062539 .0205667 .1576751 .2730821
-------------+---------------------------------------------------------
hit_rdwt~d_R | 1,000 .914 .2805043 0 1
type = pscorex
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscorex_D | 1,000 -.0550926 .0353542 -.1679334 .0592917
se_pscorex_D | 1,000 .034824 .0006266 .0327949 .0370951
hit_pscore~D | 1,000 .632 .4825027 0 1
b_pscorex_R | 1,000 .0663517 .0536153 -.1293039 .2506798
se_pscorex_R | 1,000 .0543453 .0021536 .0482796 .0620071
-------------+---------------------------------------------------------
hit_pscore~R | 1,000 .774 .4184484 0 1
type = pscoreideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~t_D | 1,000 -.0138341 .0335508 -.1293545 .0784498
se_pscor~t_D | 1,000 .0330559 .0006057 .0309695 .0349889
hit_psco~t_D | 1,000 .926 .2619019 0 1
b_pscore~t_R | 1,000 .0170442 .051773 -.1677895 .2020657
se_pscor~t_R | 1,000 .0520056 .0021865 .0455246 .0609398
-------------+---------------------------------------------------------
hit_psco~t_R | 1,000 .938 .2412762 0 1
type = pscoreideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~d_D | 1,000 .0006646 .0329737 -.1116275 .0922345
se_pscor~d_D | 1,000 .0324259 .0006012 .0302777 .034353
hit_psco~d_D | 1,000 .946 .2261308 0 1
b_pscore~d_R | 1,000 .0002771 .050832 -.1800453 .1714571
se_pscor~d_R | 1,000 .0511972 .0021817 .0452904 .0606324
-------------+---------------------------------------------------------
hit_psco~d_R | 1,000 .958 .2006895 0 1
type = ols
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_ols_D | 1,000 -.1063805 .0375849 -.2240475 .0198816
se_ols_D | 1,000 .0369016 .0005005 .0353002 .0384732
hit_ols_D | 1,000 .186 .3893014 0 1
b_ols_R | 1,000 .1257383 .0563577 -.0464704 .3107925
se_ols_R | 1,000 .0573451 .0013656 .0529088 .0618195
-------------+---------------------------------------------------------
hit_ols_R | 1,000 .406 .4913302 0 1
command: rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(10000) gamma2(.3) gamma3(.3) phi1_D(-1)
phi1_R(-1)
denstest_pval_~l: r(denstest_pval_all)
denstest_pval_D: r(denstest_pval_D)
denstest_pval_R: r(denstest_pval_R)
b_ideology_all: r(b_ideology_all)
se_ideology_all: r(se_ideology_all)
b_ideology_D: r(b_ideology_D)
se_ideology_D: r(se_ideology_D)
b_ideology_R: r(b_ideology_R)
se_ideology_R: r(se_ideology_R)
b_rd_all: r(b_rd_all)
se_rd_all: r(se_rd_all)
b_rd_D: r(b_rd_D)
se_rd_D: r(se_rd_D)
b_rd_R: r(b_rd_R)
se_rd_R: r(se_rd_R)
b_rdwt_all: r(b_rdwt_all)
se_rdwt_all: r(se_rdwt_all)
b_rdwt_D: r(b_rdwt_D)
se_rdwt_D: r(se_rdwt_D)
b_rdwt_R: r(b_rdwt_R)
se_rdwt_R: r(se_rdwt_R)
b_rdwtideodist~l: r(b_rdwtideodistrict_all)
se_rdwtideodis~l: r(se_rdwtideodistrict_all)
b_rdwtideodist~D: r(b_rdwtideodistrict_D)
se_rdwtideodis~D: r(se_rdwtideodistrict_D)
b_rdwtideodist~R: r(b_rdwtideodistrict_R)
se_rdwtideodis~R: r(se_rdwtideodistrict_R)
b_rdwtideoelec~l: r(b_rdwtideoelected_all)
se_rdwtideoele~l: r(se_rdwtideoelected_all)
b_rdwtideoelec~D: r(b_rdwtideoelected_D)
se_rdwtideoele~D: r(se_rdwtideoelected_D)
b_rdwtideoelec~R: r(b_rdwtideoelected_R)
se_rdwtideoele~R: r(se_rdwtideoelected_R)
b_pscorex_all: r(b_pscorex_all)
se_pscorex_all: r(se_pscorex_all)
b_pscorex_D: r(b_pscorex_D)
se_pscorex_D: r(se_pscorex_D)
b_pscorex_R: r(b_pscorex_R)
se_pscorex_R: r(se_pscorex_R)
b_pscoreideodi~l: r(b_pscoreideodistrict_all)
se_pscoreideod~l: r(se_pscoreideodistrict_all)
b_pscoreideodi~D: r(b_pscoreideodistrict_D)
se_pscoreideod~D: r(se_pscoreideodistrict_D)
b_pscoreideodi~R: r(b_pscoreideodistrict_R)
se_pscoreideod~R: r(se_pscoreideodistrict_R)
b_pscoreideoel~l: r(b_pscoreideoelected_all)
se_pscoreideoe~l: r(se_pscoreideoelected_all)
b_pscoreideoel~D: r(b_pscoreideoelected_D)
se_pscoreideoe~D: r(se_pscoreideoelected_D)
b_pscoreideoel~R: r(b_pscoreideoelected_R)
se_pscoreideoe~R: r(se_pscoreideoelected_R)
b_ols_all: r(b_ols_all)
se_ols_all: r(se_ols_all)
b_ols_D: r(b_ols_D)
se_ols_D: r(se_ols_D)
b_ols_R: r(b_ols_R)
se_ols_R: r(se_ols_R)
Simulations (1000)
----+--- 1 ---+--- 2 ---+--- 3 ---+--- 4 ---+--- 5
.................................................. 50
.................................................. 100
.................................................. 150
.................................................. 200
.................................................. 250
.................................................. 300
.................................................. 350
.................................................. 400
.................................................. 450
.................................................. 500
.................................................. 550
.................................................. 600
.................................................. 650
.................................................. 700
.................................................. 750
.................................................. 800
.................................................. 850
.................................................. 900
.................................................. 950
.................................................. 1000
file /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/rd_simulations3.dta saved
type = rd
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rd_D | 1,000 .491752 .2494523 -.3531313 1.51067
se_rd_D | 1,000 .2283538 .0280412 .1690641 .3394082
hit_rd_D | 1,000 .405 .4911377 0 1
b_rd_R | 1,000 .5173595 .2292981 -.2692255 1.492157
se_rd_R | 1,000 .2289896 .0260837 .1711041 .3486938
-------------+---------------------------------------------------------
hit_rd_R | 1,000 .375 .4843652 0 1
type = rdwt
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwt_D | 1,000 .4388141 .2610048 -.5014127 1.687006
se_rdwt_D | 1,000 .2074678 .0232727 .1568016 .2954484
hit_rdwt_D | 1,000 .437 .4962633 0 1
b_rdwt_R | 1,000 .4646391 .2379002 -.2868821 1.428946
se_rdwt_R | 1,000 .2171307 .0218101 .1686809 .3166831
-------------+---------------------------------------------------------
hit_rdwt_R | 1,000 .429 .495181 0 1
type = rdwtideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~t_D | 1,000 .0013756 .4101497 -2.066836 2.024154
se_rdwti~t_D | 1,000 .203602 .0271368 .1319862 .3706861
hit_rdwtid~D | 1,000 .705 .456271 0 1
b_rdwtid~t_R | 1,000 .11661 .3633796 -1.787883 1.752881
se_rdwti~t_R | 1,000 .230485 .025827 .1736978 .3815075
-------------+---------------------------------------------------------
hit_rdwtid~R | 1,000 .779 .4151281 0 1
type = rdwtideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~d_D | 1,000 .0325854 .3558411 -1.752627 1.752868
se_rdwti~d_D | 1,000 .2076113 .0264597 .1428789 .3456056
hit_rdwt~d_D | 1,000 .78 .4144536 0 1
b_rdwtid~d_R | 1,000 .0705305 .3363157 -1.379199 1.892265
se_rdwti~d_R | 1,000 .2250768 .0251694 .1710656 .3803324
-------------+---------------------------------------------------------
hit_rdwt~d_R | 1,000 .82 .3843797 0 1
type = pscorex
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscorex_D | 1,000 .1519819 .0346478 .0358244 .2736447
se_pscorex_D | 1,000 .0338529 .0006006 .0321172 .0360062
hit_pscore~D | 1,000 .007 .0834144 0 1
b_pscorex_R | 1,000 .2756086 .0518065 .1026839 .4199368
se_pscorex_R | 1,000 .0503297 .0018679 .0446273 .057132
-------------+---------------------------------------------------------
hit_pscore~R | 1,000 0 0 0 0
type = pscoreideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~t_D | 1,000 -.0714853 .0360254 -.1921055 .0466862
se_pscor~t_D | 1,000 .0359764 .0015933 .0323575 .0454675
hit_psco~t_D | 1,000 .487 .5000811 0 1
b_pscore~t_R | 1,000 -.0686628 .0793611 -.3470891 .156843
se_pscor~t_R | 1,000 .076294 .015689 .0545845 .1807837
-------------+---------------------------------------------------------
hit_psco~t_R | 1,000 .869 .3375692 0 1
type = pscoreideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~d_D | 1,000 -.0001303 .032578 -.1045127 .108526
se_pscor~d_D | 1,000 .0323971 .000756 .0304841 .0350485
hit_psco~d_D | 1,000 .944 .2300368 0 1
b_pscore~d_R | 1,000 -.0178836 .0604781 -.2088141 .1564328
se_pscor~d_R | 1,000 .0605834 .0081455 .0476141 .1530132
-------------+---------------------------------------------------------
hit_psco~d_R | 1,000 .945 .2280943 0 1
type = ols
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_ols_D | 1,000 .0217441 .035059 -.0793685 .1615416
se_ols_D | 1,000 .0348545 .0004235 .0336369 .036255
hit_ols_D | 1,000 .908 .2891706 0 1
b_ols_R | 1,000 .2789744 .0533577 .1072924 .4430476
se_ols_R | 1,000 .0517018 .0010793 .0486151 .0550177
-------------+---------------------------------------------------------
hit_ols_R | 1,000 0 0 0 0
command: rd_sim, beta_a(5) beta_b(5) kappa_ksi_R(0.4) kappa_ksi_D(0.4) kappa_u(1) tau1(-5) rho_x(0.6) nobs(10000) gamma2(.6) gamma3(0) phi1_D(-1)
phi1_R(-1)
denstest_pval_~l: r(denstest_pval_all)
denstest_pval_D: r(denstest_pval_D)
denstest_pval_R: r(denstest_pval_R)
b_ideology_all: r(b_ideology_all)
se_ideology_all: r(se_ideology_all)
b_ideology_D: r(b_ideology_D)
se_ideology_D: r(se_ideology_D)
b_ideology_R: r(b_ideology_R)
se_ideology_R: r(se_ideology_R)
b_rd_all: r(b_rd_all)
se_rd_all: r(se_rd_all)
b_rd_D: r(b_rd_D)
se_rd_D: r(se_rd_D)
b_rd_R: r(b_rd_R)
se_rd_R: r(se_rd_R)
b_rdwt_all: r(b_rdwt_all)
se_rdwt_all: r(se_rdwt_all)
b_rdwt_D: r(b_rdwt_D)
se_rdwt_D: r(se_rdwt_D)
b_rdwt_R: r(b_rdwt_R)
se_rdwt_R: r(se_rdwt_R)
b_rdwtideodist~l: r(b_rdwtideodistrict_all)
se_rdwtideodis~l: r(se_rdwtideodistrict_all)
b_rdwtideodist~D: r(b_rdwtideodistrict_D)
se_rdwtideodis~D: r(se_rdwtideodistrict_D)
b_rdwtideodist~R: r(b_rdwtideodistrict_R)
se_rdwtideodis~R: r(se_rdwtideodistrict_R)
b_rdwtideoelec~l: r(b_rdwtideoelected_all)
se_rdwtideoele~l: r(se_rdwtideoelected_all)
b_rdwtideoelec~D: r(b_rdwtideoelected_D)
se_rdwtideoele~D: r(se_rdwtideoelected_D)
b_rdwtideoelec~R: r(b_rdwtideoelected_R)
se_rdwtideoele~R: r(se_rdwtideoelected_R)
b_pscorex_all: r(b_pscorex_all)
se_pscorex_all: r(se_pscorex_all)
b_pscorex_D: r(b_pscorex_D)
se_pscorex_D: r(se_pscorex_D)
b_pscorex_R: r(b_pscorex_R)
se_pscorex_R: r(se_pscorex_R)
b_pscoreideodi~l: r(b_pscoreideodistrict_all)
se_pscoreideod~l: r(se_pscoreideodistrict_all)
b_pscoreideodi~D: r(b_pscoreideodistrict_D)
se_pscoreideod~D: r(se_pscoreideodistrict_D)
b_pscoreideodi~R: r(b_pscoreideodistrict_R)
se_pscoreideod~R: r(se_pscoreideodistrict_R)
b_pscoreideoel~l: r(b_pscoreideoelected_all)
se_pscoreideoe~l: r(se_pscoreideoelected_all)
b_pscoreideoel~D: r(b_pscoreideoelected_D)
se_pscoreideoe~D: r(se_pscoreideoelected_D)
b_pscoreideoel~R: r(b_pscoreideoelected_R)
se_pscoreideoe~R: r(se_pscoreideoelected_R)
b_ols_all: r(b_ols_all)
se_ols_all: r(se_ols_all)
b_ols_D: r(b_ols_D)
se_ols_D: r(se_ols_D)
b_ols_R: r(b_ols_R)
se_ols_R: r(se_ols_R)
Simulations (1000)
----+--- 1 ---+--- 2 ---+--- 3 ---+--- 4 ---+--- 5
.................................................. 50
.................................................. 100
.................................................. 150
.................................................. 200
.................................................. 250
.................................................. 300
.................................................. 350
.................................................. 400
.................................................. 450
.................................................. 500
.................................................. 550
.................................................. 600
.................................................. 650
.................................................. 700
.................................................. 750
.................................................. 800
.................................................. 850
.................................................. 900
.................................................. 950
.................................................. 1000
file /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/rd_simulations4.dta saved
type = rd
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rd_D | 1,000 .4820324 .2371305 -.3588133 1.248664
se_rd_D | 1,000 .2197392 .0262706 .1618011 .3616504
hit_rd_D | 1,000 .389 .4877673 0 1
b_rd_R | 1,000 .5221546 .2740097 -.7637966 1.467739
se_rd_R | 1,000 .257724 .0312845 .1895249 .435447
-------------+---------------------------------------------------------
hit_rd_R | 1,000 .457 .4983968 0 1
type = rdwt
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwt_D | 1,000 .430918 .2455162 -.6153042 1.289431
se_rdwt_D | 1,000 .2067505 .0224016 .1520135 .3382523
hit_rdwt_D | 1,000 .445 .4972145 0 1
b_rdwt_R | 1,000 .4733341 .2820927 -.7657607 1.432925
se_rdwt_R | 1,000 .2504693 .0251529 .1840224 .3487194
-------------+---------------------------------------------------------
hit_rdwt_R | 1,000 .497 .5002412 0 1
type = rdwtideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~t_D | 1,000 .0175561 .3773986 -1.54672 1.429458
se_rdwti~t_D | 1,000 .2034587 .0255179 .151171 .3283263
hit_rdwtid~D | 1,000 .723 .4477404 0 1
b_rdwtid~t_R | 1,000 .1003379 .3997651 -1.323882 1.491106
se_rdwti~t_R | 1,000 .2610874 .0296607 .1934556 .382313
-------------+---------------------------------------------------------
hit_rdwtid~R | 1,000 .798 .4016931 0 1
type = rdwtideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_rdwtid~d_D | 1,000 .0435866 .3157486 -1.321281 1.114188
se_rdwti~d_D | 1,000 .2070375 .0249135 .1524316 .3418367
hit_rdwt~d_D | 1,000 .819 .3852108 0 1
b_rdwtid~d_R | 1,000 .0720104 .3748857 -1.244581 1.60306
se_rdwti~d_R | 1,000 .257405 .0284439 .1913853 .3689896
-------------+---------------------------------------------------------
hit_rdwt~d_R | 1,000 .819 .3852108 0 1
type = pscorex
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscorex_D | 1,000 .3748557 .0352603 .2518727 .5018864
se_pscorex_D | 1,000 .0347588 .001049 .0321233 .0393144
hit_pscore~D | 1,000 0 0 0 0
b_pscorex_R | 1,000 .0688194 .0572938 -.0997917 .2288021
se_pscorex_R | 1,000 .0579885 .0024276 .0505837 .0686423
-------------+---------------------------------------------------------
hit_pscore~R | 1,000 .792 .4060799 0 1
type = pscoreideodistrict
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~t_D | 1,000 -.0609244 .0622255 -.466482 .1154791
se_pscor~t_D | 1,000 .0582026 .0183329 .0385205 .3128201
hit_psco~t_D | 1,000 .802 .3986916 0 1
b_pscore~t_R | 1,000 .0148012 .0548574 -.134412 .1764981
se_pscor~t_R | 1,000 .0553551 .0025051 .0480639 .0661574
-------------+---------------------------------------------------------
hit_psco~t_R | 1,000 .942 .2338604 0 1
type = pscoreideoelected
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_pscore~d_D | 1,000 .0200114 .0447027 -.1660888 .141097
se_pscor~d_D | 1,000 .0436844 .0076024 .0329284 .119063
hit_psco~d_D | 1,000 .911 .2848862 0 1
b_pscore~d_R | 1,000 -.0019193 .0540542 -.1474438 .1564901
se_pscor~d_R | 1,000 .0544823 .0025367 .0468632 .0659097
-------------+---------------------------------------------------------
hit_psco~d_R | 1,000 .951 .215976 0 1
type = ols
Variable | Obs Mean Std. Dev. Min Max
-------------+---------------------------------------------------------
b_ols_D | 1,000 .1312602 .0340315 .0222765 .2691881
se_ols_D | 1,000 .0330522 .0003831 .0318416 .0342806
hit_ols_D | 1,000 .024 .1531256 0 1
b_ols_R | 1,000 .1232987 .0598521 -.0781653 .3008979
se_ols_R | 1,000 .0610299 .0015038 .0564883 .0665193
-------------+---------------------------------------------------------
hit_ols_R | 1,000 .477 .4997206 0 1
.
.
.
. ********************************************************************************
. ********************************************************************************
. ********************************************************************************
.
. * From here on, display results
. clear
.
. foreach j of numlist 1 2 4 {
2. if `j'<=2 {
3. local jtex = `j'
4. }
5. else if `j'==4 {
6. local jtex = `j'-1
7. }
8. use "$AppendixC_simulations/rd_simulations`j'.dta", clear
9. foreach type in "ideology" "rd" "rdwt" "rdwtideodistrict" "rdwtideoelected" "pscorex" "pscoreideodistrict" "pscoreideoelected" "ols" {
10. di ""
11. di ""
12. di in ye "type = `type'"
13. foreach party in "all" "D" "R" {
14. gen byte rejrate_`type'_`party' = b_`type'_`party' - 1.96*se_`type'_`party'>0 | /*
> */ b_`type'_`party' + 1.96*se_`type'_`party'<0
15. }
16. }
17. foreach party in "all" "D" "R" {
18. gen denstest_reject_`party' = denstest_pval_`party'<0.05
19. }
20.
. foreach esttype in "ideology" "rd" "rdwt" "rdwtideodistrict" "rdwtideoelected" "pscorex" "pscoreideodistrict" "pscoreideoelected" "ols"{
21. ren b_`esttype'_all `esttype'1
22. ren rejrate_`esttype'_all `esttype'2
23. ren b_`esttype'_D `esttype'3
24. ren rejrate_`esttype'_D `esttype'4
25. ren b_`esttype'_R `esttype'5
26. ren rejrate_`esttype'_R `esttype'6
27. }
28.
. ren denstest_pval_all denstest1
29. ren denstest_reject_all denstest2
30. ren denstest_pval_D denstest3
31. ren denstest_reject_D denstest4
32. ren denstest_pval_R denstest5
33. ren denstest_reject_R denstest6
34.
. gen iterno=_n
35. drop se_*
36. reshape long denstest ideology rd rdwt rdwtideodistrict rdwtideoelected pscorex pscoreideodistrict pscoreideoelected ols, i(iterno) j(stype)
37. label def stype 1 "All - estimate" 2 "All - Rej.Rate" 3 "D - estimate" 4 "D - Rej.Rate" 5 "R - estimate" 6 "R - Rej.Rate"
38. label value stype stype
39.
. label var denstest "Density test (p-value)"
40. label var ideology "Discontinuity in ideology"
41. label var rd "RD - simple"
42. label var rdwt "P-score weighted RD - x"
43. label var rdwtideodistrict "P-score weighted RD - district ideology"
44. label var rdwtideoelected "P-score weighted RD - ideology of elected representative"
45. label var pscorex "P-score weighted, x"
46. label var pscoreideodistrict "P-score weighted, district ideology"
47. label var pscoreideoelected "P-score weighted, ideology of elected representative"
48. label var ols "OLS"
49.
. estpost tabstat denstest ideology rd rdwt rdwtideodistrict rdwtideoelected /*
> */ pscorex pscoreideodistrict pscoreideoelected ols, by(stype) column(statistics) nototal
50. esttab using "$AppendixC_simulations/results_AppendixTableC`jtex'.tex", main(mean %6.3f) unstack tex replace noobs nomtitles nonumbers nonotes label
51. }
(Baseline - Everything Balanced)
type = ideology
type = rd
type = rdwt
type = rdwtideodistrict
type = rdwtideoelected
type = pscorex
type = pscoreideodistrict
type = pscoreideoelected
type = ols
(note: j = 1 2 3 4 5 6)
Data wide -> long
-----------------------------------------------------------------------------
Number of obs. 1000 -> 6000
Number of variables 65 -> 16
j variable (6 values) -> stype
xij variables:
denstest1 denstest2 ... denstest6 -> denstest
ideology1 ideology2 ... ideology6 -> ideology
rd1 rd2 ... rd6 -> rd
rdwt1 rdwt2 ... rdwt6 -> rdwt
rdwtideodistrict1 rdwtideodistrict2 ... rdwtideodistrict6->rdwtideodistrict
rdwtideoelected1 rdwtideoelected2 ... rdwtideoelected6->rdwtideoelected
pscorex1 pscorex2 ... pscorex6 -> pscorex
pscoreideodistrict1 pscoreideodistrict2 ... pscoreideodistrict6->pscoreideodistrict
pscoreideoelected1 pscoreideoelected2 ... pscoreideoelected6->pscoreideoelected
ols1 ols2 ... ols6 -> ols
-----------------------------------------------------------------------------
Summary statistics: mean
for variables: denstest ideology rd rdwt rdwtideodistrict rdwtideoelected pscorex pscoreideodistrict pscoreideoelected ols
by categories of: stype
stype | e(mean)
-------------+-----------
1 |
denstest | .5455671
ideology | .0001327
rd | .0024096
rdwt | .0026502
rdwtideodi~t | .0025334
rdwtideoel~d | .0024999
pscorex | .0009188
pscoreideo~t | .0009269
pscoreideo~d | .000916
ols | .0008537
-------------+-----------
2 |
denstest | .031
ideology | .055
rd | .059
rdwt | .056
rdwtideodi~t | .054
rdwtideoel~d | .059
pscorex | .053
pscoreideo~t | .052
pscoreideo~d | .053
ols | .046
-------------+-----------
3 |
denstest | .5292896
ideology | -.0008158
rd | .000474
rdwt | .000563
rdwtideodi~t | .0007777
rdwtideoel~d | -.0000482
pscorex | .0016244
pscoreideo~t | .0011411
pscoreideo~d | .0009746
ols | .0016925
-------------+-----------
4 |
denstest | .031
ideology | .057
rd | .052
rdwt | .048
rdwtideodi~t | .045
rdwtideoel~d | .046
pscorex | .036
pscoreideo~t | .044
pscoreideo~d | .041
ols | .04
-------------+-----------
5 |
denstest | .5135349
ideology | .0007091
rd | .0061781
rdwt | .0063396
rdwtideodi~t | .0070163
rdwtideoel~d | .0071389
pscorex | .0001079
pscoreideo~t | -.0000255
pscoreideo~d | .0001725
ols | -.0000372
-------------+-----------
6 |
denstest | .032
ideology | .059
rd | .056
rdwt | .051
rdwtideodi~t | .05
rdwtideoel~d | .05
pscorex | .048
pscoreideo~t | .051
pscoreideo~d | .059
ols | .052
category labels saved in macro e(labels)
(output written to /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/results_AppendixTableC
> 1.tex)
(Variant 1 - Women are more left-wing, no preference for female candidates)
type = ideology
type = rd
type = rdwt
type = rdwtideodistrict
type = rdwtideoelected
type = pscorex
type = pscoreideodistrict
type = pscoreideoelected
type = ols
(note: j = 1 2 3 4 5 6)
Data wide -> long
-----------------------------------------------------------------------------
Number of obs. 1000 -> 6000
Number of variables 65 -> 16
j variable (6 values) -> stype
xij variables:
denstest1 denstest2 ... denstest6 -> denstest
ideology1 ideology2 ... ideology6 -> ideology
rd1 rd2 ... rd6 -> rd
rdwt1 rdwt2 ... rdwt6 -> rdwt
rdwtideodistrict1 rdwtideodistrict2 ... rdwtideodistrict6->rdwtideodistrict
rdwtideoelected1 rdwtideoelected2 ... rdwtideoelected6->rdwtideoelected
pscorex1 pscorex2 ... pscorex6 -> pscorex
pscoreideodistrict1 pscoreideodistrict2 ... pscoreideodistrict6->pscoreideodistrict
pscoreideoelected1 pscoreideoelected2 ... pscoreideoelected6->pscoreideoelected
ols1 ols2 ... ols6 -> ols
-----------------------------------------------------------------------------
Summary statistics: mean
for variables: denstest ideology rd rdwt rdwtideodistrict rdwtideoelected pscorex pscoreideodistrict pscoreideoelected ols
by categories of: stype
stype | e(mean)
-------------+-----------
1 |
denstest | .526024
ideology | -.0004892
rd | -.0180679
rdwt | -.0177774
rdwtideodi~t | -.0186809
rdwtideoel~d | .0115203
pscorex | .0054515
pscoreideo~t | -.0098912
pscoreideo~d | .0004067
ols | -.0367354
-------------+-----------
2 |
denstest | .033
ideology | .052
rd | .051
rdwt | .049
rdwtideodi~t | .048
rdwtideoel~d | .082
pscorex | .053
pscoreideo~t | .069
pscoreideo~d | .05
ols | .228
-------------+-----------
3 |
denstest | .0253585
ideology | .0030011
rd | .0012576
rdwt | .000469
rdwtideodi~t | -.006175
rdwtideoel~d | .0090432
pscorex | -.0550926
pscoreideo~t | -.0138341
pscoreideo~d | .0006646
ols | -.1063805
-------------+-----------
4 |
denstest | .889
ideology | .07
rd | .054
rdwt | .078
rdwtideodi~t | .07
rdwtideoel~d | .075
pscorex | .368
pscoreideo~t | .074
pscoreideo~d | .054
ols | .814
-------------+-----------
5 |
denstest | .0245342
ideology | -.0022047
rd | .0330576
rdwt | .0330745
rdwtideodi~t | .028441
rdwtideoel~d | .0109837
pscorex | .0663517
pscoreideo~t | .0170442
pscoreideo~d | .0002771
ols | .1257383
-------------+-----------
6 |
denstest | .901
ideology | .058
rd | .067
rdwt | .098
rdwtideodi~t | .09
rdwtideoel~d | .086
pscorex | .226
pscoreideo~t | .062
pscoreideo~d | .042
ols | .594
category labels saved in macro e(labels)
(output written to /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/results_AppendixTableC
> 2.tex)
(Variant 3 - Women are more left-wing, only Ds prefer female candidates)
type = ideology
type = rd
type = rdwt
type = rdwtideodistrict
type = rdwtideoelected
type = pscorex
type = pscoreideodistrict
type = pscoreideoelected
type = ols
(note: j = 1 2 3 4 5 6)
Data wide -> long
-----------------------------------------------------------------------------
Number of obs. 1000 -> 6000
Number of variables 65 -> 16
j variable (6 values) -> stype
xij variables:
denstest1 denstest2 ... denstest6 -> denstest
ideology1 ideology2 ... ideology6 -> ideology
rd1 rd2 ... rd6 -> rd
rdwt1 rdwt2 ... rdwt6 -> rdwt
rdwtideodistrict1 rdwtideodistrict2 ... rdwtideodistrict6->rdwtideodistrict
rdwtideoelected1 rdwtideoelected2 ... rdwtideoelected6->rdwtideoelected
pscorex1 pscorex2 ... pscorex6 -> pscorex
pscoreideodistrict1 pscoreideodistrict2 ... pscoreideodistrict6->pscoreideodistrict
pscoreideoelected1 pscoreideoelected2 ... pscoreideoelected6->pscoreideoelected
ols1 ols2 ... ols6 -> ols
-----------------------------------------------------------------------------
Summary statistics: mean
for variables: denstest ideology rd rdwt rdwtideodistrict rdwtideoelected pscorex pscoreideodistrict pscoreideoelected ols
by categories of: stype
stype | e(mean)
-------------+-----------
1 |
denstest | .516915
ideology | .000854
rd | .6216279
rdwt | .6209797
rdwtideodi~t | .620556
rdwtideoel~d | .5385951
pscorex | .3820008
pscoreideo~t | .3955427
pscoreideo~d | .3258178
ols | .1589017
-------------+-----------
2 |
denstest | .047
ideology | .052
rd | .961
rdwt | .961
rdwtideodi~t | .958
rdwtideoel~d | .897
pscorex | 1
pscoreideo~t | 1
pscoreideo~d | 1
ols | 1
-------------+-----------
3 |
denstest | .2114761
ideology | .2113024
rd | .4820324
rdwt | .430918
rdwtideodi~t | .0175561
rdwtideoel~d | .0435866
pscorex | .3748557
pscoreideo~t | -.0609244
pscoreideo~d | .0200114
ols | .1312602
-------------+-----------
4 |
denstest | .359
ideology | 1
rd | .611
rdwt | .555
rdwtideodi~t | .277
rdwtideoel~d | .181
pscorex | 1
pscoreideo~t | .198
pscoreideo~d | .089
ols | .976
-------------+-----------
5 |
denstest | .1600951
ideology | -.209657
rd | .5221546
rdwt | .4733341
rdwtideodi~t | .1003379
rdwtideoel~d | .0720104
pscorex | .0688194
pscoreideo~t | .0148012
pscoreideo~d | -.0019193
ols | .1232987
-------------+-----------
6 |
denstest | .434
ideology | 1
rd | .543
rdwt | .503
rdwtideodi~t | .202
rdwtideoel~d | .181
pscorex | .208
pscoreideo~t | .058
pscoreideo~d | .049
ols | .523
category labels saved in macro e(labels)
(output written to /Users/stefanogagliarducci/Dropbox/various/published/womenpart/EJ/3 replication package/Output/AppendixC_simulations_output/results_AppendixTableC
> 3.tex)
.
.
end of do-file
.
.
.
. program error: matching close brace not found
r(198);
end of do-file
r(198);
. exit, clear