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286a8ecea6de1c784a976ab511e8d3ed524e01c9 | in norway 2015: nursing and midwifery personnel density | in norway 2015: nursing and midwifery personnel density (per 1000 population).value: 17.824. that includes practising midwives and practising nurses. data source: oecd health data, accessed october 2017. who region: europe effective. date: 2018-02-26 | wikipedia |
08afe417c2f7485d2c571712b1082d40d6d6f166 | the norwegian health care system was ranked number | the norwegian health care system was ranked number 11 in overall performance by the world health organization in a 2000 report evaluating the health care systems of each of the 191 united nations member nations. according to the euro health consumer index, in 2015 the norwegian health system was ranked third in europe ... | wikipedia |
847ecac1d6be9416647d63312f9f777ee7cb768f | norway has four designated regional health authorities. they | norway has four designated regional health authorities. they are: northern norway regional health authority, central norway regional health authority, western norway regional health authority, and southern and eastern norway regional health authority. according to the patients' rights act, all eligible persons have the... | wikipedia |
0a3a528e590f3a61c70912a0794863b9c298b26c | norway does not produce the bulk of pharmaceuticals | norway does not produce the bulk of pharmaceuticals consumed domestically, and imports the majority that are used in its health system. this has resulted in most residents having to pay full price for any prescription. pharmaceutical exporting is overseen by the ministry of health and care services. insurance coverage ... | wikipedia |
7f5b5b404c5cb609aa5f7da1f7912e6d3032067c | in 2002 the government took over the responsibility | in 2002 the government took over the responsibility of running the hospitals in the country. kjell magne bondevik was the prime minister at the time. he was the leader of the krf party and was head of the coalition government (alongside the høyre and venstre parties). up until then, hospitals in norway were operated by... | wikipedia |
3af3c7211815f73526af6b618804c3f4015c0045 | after the second world war the government of | after the second world war the government of norway decided to include national health care as one of their main focuses in the development of the welfare state. the state is responsible for providing good and necessary health services for everyone. this responsibility is divided between three levels of government: the... | wikipedia |
ff955d7b0144fd0c54c3308755f2ea2bd05cc13a | pension, regulated after age, is the largest expense | pension, regulated after age, is the largest expense in the budget section covering health and welfare. the government has changed in the year of 2018 the management of expenses and funding to the health sector, with the goal to shorten the length of waiting lines and improve health services. | wikipedia |
4c082abfa924874f2e8d504d8e3f6ca16206922c | the government creates an annual health budget for | the government creates an annual health budget for the following year, every year in december. this budget includes all expenses within the health branch of norway. the parliament has only on some occasions voted for additional funds later in the year, primarily for hospitals. the welfare state costs a lot to maintain ... | wikipedia |
063e53d1754155f40c06caa1fcb1fb6d708bd1d7 | in 2020, 11.3% of the country's gdp went | in 2020, 11.3% of the country's gdp went to health spending, and only about 14% of that was private spending (out-of-pocket payments), reflecting moderate cost-sharing requirements. the public share of health spending as a proportion of total government expenditure is only around 17%. | wikipedia |
32bf0dfd3c17f59c5dfc4daed732d00553c8cbd1 | norway scores overall very high on different rankings | norway scores overall very high on different rankings in health care performances worldwide. unique for the norwegian health care system is that the state funds almost all expenses a patient would have. patients with extra high expenses due to a permanent illness receive a tax deduction. | wikipedia |
b83f6e4696314e09ec95d42c3a490563d8c4e248 | the exemption card covers family doctors, psychologists, outpatient | the exemption card covers family doctors, psychologists, outpatient clinics, radiology services, laboratory tests, patient travel, medicines and equipment falling under the "blue prescription" system, physiotherapy, dental diseases and abnormalities, periodontitis, rehabilitation, and travel for treatment abroad arrang... | wikipedia |
e95bf9e04ef016f70ec6b67da0654e271a576393 | while the availability of public healthcare is universal | while the availability of public healthcare is universal in norway, there are certain payment stipulations. children aged sixteen or younger, and several other groups (such as nursing women and retirees) are given free healthcare regardless of the coverage they may have had in previous situations. all other citizens ar... | wikipedia |
c913d9889e26fe5cc23750b1c71ea66504bcc0c6 | expenditure on healthcare is about 7 727 u | expenditure on healthcare is about 7 727 u sd per person per year in 2020, among the highest in the world. it has the highest proportion of nurses and midwives per person in europe: 1 744 per 100 000 people in 2015. | wikipedia |
2b51ec1b6b844f0d08a520aef522eb47ce5198f9 | with a population of 5 391 369 as | with a population of 5 391 369 as of the first quarter of 2021, and a gross national income per capita of 70 800 (ppp, current international dollar) in 2019, norway has a life expectancy at birth of 84 years for women and 81 years for men as of 2016. as of 2019, there are 2.5 deaths for children under 5 years of age pe... | wikipedia |
ec34fdf4e138635159b08a16da2d5b2ffbf1289e | in norway, municipalities are in charge of providing | in norway, municipalities are in charge of providing basic healthcare. since the money given to municipalities is not set aside for any particular purpose, each municipality is free to determine its own health budget. municipalities coordinate primary healthcare services through agreements with independent physicians. ... | wikipedia |
421f8ee8e93720aac9194bb82b1d2f07500ed5b3 | william ellerbe pelham jr. was an american clinical | william ellerbe pelham jr. was an american clinical psychologist known for his research on adhd. he was distinguished university professor and director of the center for children and families at florida international university. he was educated at dartmouth college and the state university of new york at stony brook. h... | wikipedia |
ff3a631ee116f720823baf3ae6c6d4b19bd1992c | pelham received his b.a. from dartmouth college in | pelham received his b.a. from dartmouth college in 1970 and his ph.d. in clinical psychology from the state university of new york at stony brook in 1976. before joining the faculty of fiu in 2010, he taught at the state university of new york at buffalo, where he ran a program and summer camp for children with adhd fo... | wikipedia |
08e49084b5c67394e8729f3be6389cf4a89d8cf4 | william ellerbe pelham jr. (january 22, 1948 – | william ellerbe pelham jr. (january 22, 1948 – october 21, 2023) was an american clinical psychologist known for his research on adhd. he was distinguished university professor and director of the center for children and families at florida international university. he was educated at dartmouth college and the state un... | wikipedia |
0c0630b0e79ef1f02fb6fbd985ab7016167b5195 | vitali yuryevich kravtsov is a russian professional ice | vitali yuryevich kravtsov is a russian professional ice hockey winger for traktor chelyabinsk of the kontinental hockey league (khl). he was drafted ninth overall by the new york rangers in the 2018 nhl entry draft. | wikipedia |
3ea1a1013228be836e525f7bb893052af23121b5 | kravtsov represented the russian national junior team at | kravtsov represented the russian national junior team at the 2019 world junior championships in vancouver, canada. he ended the tournament with 6 points in 7 games, helping russia claim the bronze medal against swiss national junior team on 6 january 2019. | wikipedia |
0bee708f65e51ebae421b2bb9e7e68739385d067 | as an impending restricted free agent with the | as an impending restricted free agent with the canucks, on 25 may 2023, kravtsov opted to return to russia and rejoin traktor chelyabinsk of the khl on a two-year agreement through 2025. | wikipedia |
c20e65a45e09080430d5ec9bd977845d905915d2 | having rejected a contract extension to remain with | having rejected a contract extension to remain with traktor, kravtsov opted to return to the rangers and signed a one-year, $875,000 contract for the 2022–23 season on 12 june 2022. unable to cement a role within the rangers, after collecting 3 goals and 6 points through 28 appearances, on 25 february 2023, kravtsov wa... | wikipedia |
9226ef489b6a3382e027fe50255cbcdec984a76a | on 12 october 2021, after not making the | on 12 october 2021, after not making the rangers' 2021–22 opening night roster, and being sent down to the hartford wolf pack, kravtsov refused to report to hartford and was given permission to contact other teams to facilitate a trade. on 3 november, kravtsov was loaned to traktor chelyabinsk. on 13 june 2022, he sign... | wikipedia |
4e968df7b2c4485ee19fbfc1dc6923345d1333da | on 30 august 2020, kravtsov signed a one-year | on 30 august 2020, kravtsov signed a one-year extension with traktor chelyabinsk. kravtsov made his nhl debut in the rangers' 3–2 shootout loss to the buffalo sabres on 3 april 2021. he scored his first nhl goal against the new jersey devils on 18 april 2021. | wikipedia |
5268bbbf46887c47acfe88acd514fc00b2ea9fbd | after attending the rangers 2019 training camp, kravtsov | after attending the rangers 2019 training camp, kravtsov was assigned to make his north american debut with ahl affiliate, the hartford wolf pack, to start the 2019–20 season. registering 1 assist in 5 games, kravtsov opted to continue his development back in russia, securing a loan for the remainder of the season with... | wikipedia |
04260292525867e183376749f73e190fcb224c41 | on 22 june 2018, kravtsov was drafted ninth | on 22 june 2018, kravtsov was drafted ninth overall by the new york rangers in the 2018 nhl entry draft. he was signed by the rangers to a three-year, entry-level contract on 3 may 2019. | wikipedia |
f9a2743b6794be3d05ace122f9129e712fccd69f | kravtsov made his khl debut during the 2016–17 | kravtsov made his khl debut during the 2016–17 season. during the 2018 khl playoffs, kravtsov tied the khl record for most points by an 18-year-old in the postseason, and later broke it on 21 march 2018. | wikipedia |
a64fa136ef651ce0261fe0dd2390e99c3baab91f | vitali yuryevich kravtsov (russian: Виталий Юрьевич Кравцов, ipa:; | vitali yuryevich kravtsov (russian: Виталий Юрьевич Кравцов, ipa:; born 23 december 1999) is a russian professional ice hockey winger for traktor chelyabinsk of the kontinental hockey league (khl). he was drafted ninth overall by the new york rangers in the 2018 nhl entry draft. | wikipedia |
f7438148a1a389234a946a8ff1c00050b89c823a | krupnikov researches political communication. from 2009 to 2012, | krupnikov researches political communication. from 2009 to 2012, krupnikov was an assistant professor of political science at indiana university bloomington. she was an assistant professor of political science at northwestern university from 2012 to 2014. she joined stony brook university in 2014 as an assistant profes... | wikipedia |
052f3c70d39a0c0df428b3d93308398a2e43e30e | the 2019–2021 icc world test championship was the | the 2019–2021 icc world test championship was the inaugural edition of the icc world test championship of test cricket. it started on 1 august 2019 with the first test of the 2019 ashes series, and finished with the final at the rose bowl, southampton in june 2021. it came nearly a decade after the international cricke... | wikipedia |
796c98ed1c3a9bac1243916d2e8f366c6964932d | the 2019–2021 icc world test championship was the | 1, due to the covid-19 pandemic, australia postponed their away series against south africa, resulting in a guaranteed berth in the final for new zealand. on 6 march 2021, india also confirmed their berth for the final, after beating england by 3–1 in a home test series. the final saw new zealand win by eight wickets, ... | wikipedia |
7e84ca6f34a7014dc070406b49d6a8d0f1311e94 | on 29 july 2020, the icc confirmed that | on 29 july 2020, the icc confirmed that their attention had moved to the fixtures in the world test championship, with their priority on rescheduling the six test series that had been postponed. the icc ultimately accepted several series would not take place as part of the championship and changed the points system to ... | wikipedia |
7ad05d4da38338dc04cb434a6771042e568721e1 | the covid-19 pandemic impacted on international cricket fixtures, | the covid-19 pandemic impacted on international cricket fixtures, including matches in the championship. in march 2020, the second test match between pakistan and bangladesh was postponed due to the pandemic. later the same month, the two-match series between sri lanka and england was also postponed. the following mont... | wikipedia |
1e78175fcb41f5a9e77fac1b3d6bbe085714dfb2 | therefore, the total number of matches played by | therefore, the total number of matches played by each team (home and away) in this tournament, and the two countries that each side did not face in this tournament, were as follows. (note: this was not the total test matches played by each team during this period, as some countries did play further matches during this ... | wikipedia |
4ce6c28c8a850494eccff12cd695294b5a90eefd | these were the three lowest ranked full members | these were the three lowest ranked full members of the icc. they had been included in the icc future tours programme; they played a number of test matches during this period against championship participants and each other but these did not have bearing on the championship. | wikipedia |
40ae9f37947538ed47f912d634142ff0068a6b97 | a team that was behind the required over | a team that was behind the required over rate at the end of a match would have two competition points deducted for each over it was behind. in january 2020, south africa became the first team to be docked world test championship points, after a slow over-rate in the fourth test against england. | wikipedia |
b45d981eb70f10f98fe802b54a80341624023f8b | therefore, depending on whether the series is 2, | therefore, depending on whether the series is 2, 3, 4 or 5 matches long, the number of points awarded for a single match win would be a half, a third, a quarter, or a fifth of the maximum possible from the series. the icc also decided that a tie should be worth half of a win and that a draw should be worth a third of a... | wikipedia |
48eedb4e1141566bbd3c3ed4ca2d2c85b633575d | the icc decided that the same number of | the icc decided that the same number of points would be available from each series, regardless of series length, so that countries that played fewer tests were not disadvantaged. it also decided that points would not be awarded for series results, but for match results only. these would be split equally between all the... | wikipedia |
12a3b57de42f1254148328bc795806dfb98eab00 | the tournament was played over two years. each | the tournament was played over two years. each team were scheduled to play six other opponents, three at home and three away. each series consisted of between two and five test matches. therefore, all participants did not play the same number of tests, but played the same number of series. at the end of the league stag... | wikipedia |
0f2b1b2eeccb1e08659ee68274e75a47e2cde08d | on 2 february 2021, due to the covid-19 | on 2 february 2021, due to the covid-19 pandemic, australia postponed their away series against south africa, resulting in a guaranteed berth in the final for new zealand. on 6 march 2021, india also confirmed their berth for the final, after beating england by 3–1 in a home test series. the final saw new zealand win b... | wikipedia |
969a38b6591a725580124c00e9818b59bf45056f | some of the test series in this championship | some of the test series in this championship were part of a longer ongoing series, such as the 2019 ashes series. also, some of these nine teams would play additional test matches during this period which were not part of this championship, as part of the icc future tours programme for 2018–23, mainly to give games to ... | wikipedia |
2d05b6b7d63f9222eaf3c6fb3184bbfcaf1b037d | it featured nine of the twelve test playing | it featured nine of the twelve test playing nations, each of whom was scheduled to play a test series against six of the other eight teams. each series consisted of between two and five matches, so although all teams were to play six series (three at home and three away), they were not scheduled to play the same number... | wikipedia |
2e2750810f15333b9e33119f7766a6c673eebad1 | the 2019–2021 icc world test championship was the | the 2019–2021 icc world test championship was the inaugural edition of the icc world test championship of test cricket. it started on 1 august 2019 with the first test of the 2019 ashes series, and finished with the final at the rose bowl, southampton in june 2021. | wikipedia |
7571de985b114a57257743c23d60ad3dc360d23e | he is currently a professor and department chair | he is currently a professor and department chair in the department of criminal justice & legal studies at the university of mississippi. he was previously a professor and coordinator of the doctoral program in the school of criminal justice at texas state university and associate professor in the department of criminol... | wikipedia |
23d7d83b61db6b829f78848adbbc721e340c54ab | james o'donnell was an american professional basketball player. | james o'donnell was an american professional basketball player. he played for the buffalo bisons in the national basketball league for eight games during the 1937–38 season and averaged 1.3 points per game. jim was the older brother of neil o'donnell, who also played on the bisons in 1937–38. | wikipedia |
f8d1c027f238061c822c563739097954ab16df9e | james o'donnell (december 3, 1912 – december 26, | james o'donnell (december 3, 1912 – december 26, 1984) was an american professional basketball player. he played for the buffalo bisons in the national basketball league for eight games during the 1937–38 season and averaged 1.3 points per game. | wikipedia |
f4a956e61af30073ba1ce980b872627c4aa60ea9 | the women's tournament in volleyball at the 2008 | the women's tournament in volleyball at the 2008 summer olympics was held at capital indoor stadium and beijing institute of technology gymnasium from 9 to 23 august 2008. the twelve competing teams were split equally into two pools of six teams. each team played all other teams in their pool with the winning team gain... | wikipedia |
8b5d166db6dcbe61d8c3b8eefc29c2694c89847f | in the final, brazil, for the first time | in the final, brazil, for the first time in the tournament, lost a set but was able to win the next two sets from the united states to claim the match and the gold medal.in the third-place match, china defeated cuba for the bronze medal. | wikipedia |
b58457108b7457e512c1121c17c0783f4e76f4d8 | based on a drawing of lots after the | based on a drawing of lots after the group stage, the united states faced and defeated italy, while china drew and won against russia in their quarterfinal matches. the other quarterfinal match-ups were determined by the pool standings. brazil (pool b winner) played japan (pool a 4th place). cuba (pool a winner) played... | wikipedia |
c6ab8220837e1c152d620eb02257999139335fd1 | the first four teams in each preliminary round | the first four teams in each preliminary round pool advanced to the quarterfinals, eight teams in total. the format was as follows: a1 vs. b4 (first place in pool a vs. fourth place in pool b) b1 vs. a4 a drawing of lots determined the pairings among a2/a3 and b2/b3. the purpose of this drawing was to prevent a second-... | wikipedia |
e8f05c342d77090f46020415fe27c5db320b781f | * the asian olympic qualification tournament and the | * the asian olympic qualification tournament and the world olympic qualification tournament are combined into one event. the top 3 teams at the tournament will qualify as the medallists of the world olympic qualification tournament while the best asian team outside the top 3 will qualify as the asian olympic qualificat... | wikipedia |
cf640b7bf272bbde08359841e214ddf04b5d3492 | the twelve competing teams were split equally into | the twelve competing teams were split equally into two pools of six teams. each team played all other teams in their pool with the winning team gaining 2 points and the losing side 1 point. the top four teams from each pool progressed through to the quarterfinals. the rest of the tournament was a single-elimination bra... | wikipedia |
94dadd8606ea1ec9e0c2b0626fe954228297816d | the lookingglass formation is a geologic formation in | the lookingglass formation is a geologic formation in oregon. it preserves fossils dating back to the paleogene period. geologically, it spans a time frame from the tertiary period to the middle eocene. it was named for the lookingglass valley. it overlies the roseburg formation, and is divided into three geologic memb... | wikipedia |
94dadd8606ea1ec9e0c2b0626fe954228297816d | the lookingglass formation is a geologic formation in | the lookingglass formation is a geologic formation in oregon. it preserves fossils dating back to the paleogene period. geologically, it spans a time frame from the tertiary period to the middle eocene. it was named for the lookingglass valley. it overlies the roseburg formation, and is divided into three geologic memb... | wikipedia |
b331841cfd5ef666346bbdb39a3210dcfdbc2ec4 | shanna helen swan is an american environmental and | shanna helen swan is an american environmental and reproductive epidemiologist who is professor of environmental medicine and public health at the icahn school of medicine at mount sinai, where she has taught since april 2011. she is known for her research on environmental contributions to sperm count and the male infe... | wikipedia |
790ea8e78e97ac2bdc01dd17fe8a28fe9fa72f61 | swan was the first wife of david a. | swan was the first wife of david a. freedman, with whom she had two children: joshua freedman and deborah freedman lustig. she had a third child, christo swan, after marrying henry swan iii. she later married steven r. brown. | wikipedia |
24ea4710da774ece1a10315dd551008f45fe8d82 | in 2021, with journalist stacey colino, swan co-authored | in 2021, with journalist stacey colino, swan co-authored the book count down: how our modern world is altering male and female reproductive development, threatening sperm counts, and imperiling the future of the human race, which discusses declining sperm counts in men and attributes this decline to endocrine-disruptin... | wikipedia |
51a3e688b8ba8a32ddd8275a2c89063f9b53a522 | in 2017, a paper on which swan was | in 2017, a paper on which swan was senior author on environmental contributions to sperm count and the male infertility crisis received significant attention in both the popular media and scholarly literature, becoming the world's 26th most referenced scientific paper published that year. she has also researched the ef... | wikipedia |
81c6ae51a00b86e15ca36957edbc36c758e469fd | after completing her doctorate, swan worked for insurance | after completing her doctorate, swan worked for insurance company kaiser permanente investigating links between the contraceptive pill and conditions such as cervical cancer. she later worked for the california department of public health, studying unexplained miscarriages in santa clara county. swan joined a national ... | wikipedia |
6b72717ed36faaebc825207975d4a3f49f396dbc | swan was born in pennsylvania, united states. her | swan was born in pennsylvania, united states. her father, rudolph wittenberg, was german jewish, and her mother, goldie ray polturak, was american. she studied mathematics with a minor in logic at the city college of new york. she studied for her master's degree at columbia university, working with polish biostatistici... | wikipedia |
ca5e9f17c1736fe8e44b8638e23a421170b6e952 | shanna helen swan (born may 1936) is an | shanna helen swan (born may 1936) is an american environmental and reproductive epidemiologist who is professor of environmental medicine and public health at the icahn school of medicine at mount sinai, where she has taught since april 2011. she is known for her research on environmental contributions to sperm count a... | wikipedia |
afe2440404dca23e53548fa59295edae2e21c385 | radial basis function (rbf) interpolation is an advanced | radial basis function (rbf) interpolation is an advanced method in approximation theory for constructing high-order accurate interpolants of unstructured data, possibly in high-dimensional spaces. the interpolant takes the form of a weighted sum of radial basis functions. rbf interpolation is a mesh-free method, meanin... | wikipedia |
1604172b959d1bfda19d9cd75aefd3843960e761 | there are sometimes other factors to consider when | there are sometimes other factors to consider when choosing a shape-parameter. for example the bump function φ (r) = { exp (− 1 1 − (ε r) 2) for r < 1 ε 0 otherwise {\displaystyle \varphi (r)={\begin{cases}\exp \left(-{\frac {1}{1-(\varepsilon r)^{2}}}\right)&{\mbox{ for }}r<{\frac {1}{\varepsilon }}\\0&{\mbox{ otherwi... | wikipedia |
19bf311f70bad3dca46a43492b74064794aad2ca | on the opposite side of the spectrum, the | on the opposite side of the spectrum, the condition number of the interpolation matrix will diverge to infinity as ε → 0 {\displaystyle \varepsilon \to 0} leading to ill-conditioning of the system. in practice, one chooses a shape parameter so that the interpolation matrix is "on the edge of ill-conditioning" (eg. with... | wikipedia |
13dd37f31fe5691e45b761b769fcc38e68138813 | a consequence of this choice, is that the | a consequence of this choice, is that the interpolation matrix approaches the identity matrix as ε → ∞ {\displaystyle \varepsilon \to \infty } leading to stability when solving the matrix system. the resulting interpolant will in general be a poor approximation to the function since it will be near zero everywhere, exc... | wikipedia |
a55ce3c277821f08681647798fd503b5600d6d13 | many radial basis functions have a parameter that | many radial basis functions have a parameter that controls their relative flatness or peakedness. this parameter is usually represented by the symbol ε {\displaystyle \varepsilon } with the function becoming increasingly flat as ε → 0 {\displaystyle \varepsilon \to 0}. for example, rolland hardy used the formula φ (r) ... | wikipedia |
61473d7b73da1d9570bf262b06bb7dec1ae077bd | this means that if one wishes to have | this means that if one wishes to have a general interpolation algorithm, one must choose the basis functions to depend on the interpolation points. in 1971, rolland hardy developed a method of interpolating scattered data using interpolants of the form s (x) = ∑ k = 1 n ‖ x − x k ‖ 2 + c {\displaystyle s(\mathbf {x})=\... | wikipedia |
58479aafdea39a027e28806fef4ed2746a26f7b9 | the mairhuber–curtis theorem says that for any open | the mairhuber–curtis theorem says that for any open set v {\displaystyle v} in r n {\displaystyle \mathbb {r} ^{n}} with n ≥ 2 {\displaystyle n\geq 2}, and f 1, f 2, …, f n {\displaystyle f_{1},f_{2},\dots,f_{n}} linearly independent functions on v {\displaystyle v}, there exists a set of n {\displaystyle n} points in ... | wikipedia |
f420bb9833c7ff4e67c40f4587656b1520526bf5 | choosing φ (r) = exp (− (ε r) | choosing φ (r) = exp (− (ε r) 2) {\displaystyle \varphi (r)=\exp(-(\varepsilon r)^{2})}, the gaussian, with a shape parameter of ε = 3 {\displaystyle \varepsilon =3}, we can then solve the matrix equation for the weights and plot the interpolant. plotting the interpolating function below, we see that it is visually the... | wikipedia |
9041fb8441edb1cee2a5b52c1586698b44e193d2 | let f (x) = exp (x cos (3 | let f (x) = exp (x cos (3 π x)) {\displaystyle f(x)=\exp(x\cos(3\pi x))} and let x k = k 14, k = 0, 1, …, 14 {\displaystyle x_{k}={\frac {k}{14}},k=0,1,\dots,14} be 15 equally spaced points on the interval {\displaystyle }. we will form s (x) = ∑ k = 0 14 w k φ (‖ x − x k ‖) {\displaystyle s(x)=\sum \limits _{k=0}^{14}... | wikipedia |
9dea66b76ba210ef8dedde3136bed346590aface | radial basis function (rbf) interpolation is an advanced | radial basis function (rbf) interpolation is an advanced method in approximation theory for constructing high-order accurate interpolants of unstructured data, possibly in high-dimensional spaces. the interpolant takes the form of a weighted sum of radial basis functions. rbf interpolation is a mesh-free method, meanin... | wikipedia |
7504f501f1d77ebd11923ab3da396e2ce94aba22 | neubauer's published books include nature's thumbprint: the new | neubauer's published books include nature's thumbprint: the new genetics of personality, which includes some discussion of his controversial long-term study of adoptive jewish twins (at least five sets) and triplets (one set) separated during infancy. neither the children nor their adoptive parents were aware of the re... | wikipedia |
f25eff520e0983ceca5add58d70933620d756aa7 | in an early influential paper, "the one-parent child | in an early influential paper, "the one-parent child and his oedipal development" (1960), neubauer indicated that a father's absence could jeopardize child development as seriously as maternal deprivation. he worked closely with anna freud at the hampstead clinic in london, and from the 1970s to his death, neubauer was... | wikipedia |
e82552669eac72866407ee7d691ce47b2c4f338f | the neubauer family was part of a small | the neubauer family was part of a small jewish community in krems an der donau, austria, where peter was born on july 5, 1913. he received his medical training at the university of vienna and the university of bern, in switzerland, to which he escaped during the nazi control of austria. he completed his psychiatric tra... | wikipedia |
36266f73530a00ade084007f01db5be4510b3f81 | the symbol ι {\displaystyle \iota } ‘ x | the symbol ι {\displaystyle \iota } ‘ x {\displaystyle x} denotes the singleton { x } {\displaystyle \{x\}} and y ^ (y = x) {\displaystyle {\hat {y}}(y=x)} denotes the class of objects identical with x {\displaystyle x} aka { y: y = x } {\displaystyle \{y:y=x\}}. this occurs as a definition in the introduction, which, ... | wikipedia |
22c3a535a0faf0d4fa770db229756ea566841e24 | let s be a class defined by an | let s be a class defined by an indicator function b: x → { 0, 1 }. {\displaystyle b:x\to \{0,1\}.} then s is called a singleton if and only if there is some y ∈ x {\displaystyle y\in x} such that for all x ∈ x, {\displaystyle x\in x,} b (x) = (x = y). {\displaystyle b(x)=(x=y).} | wikipedia |
86dc0bdcf444d8282af9e1edb569f66ae4842bfb | every singleton set is an ultra prefilter. if | every singleton set is an ultra prefilter. if x {\displaystyle x} is a set and x ∈ x {\displaystyle x\in x} then the upward of { x } {\displaystyle \{x\}} in x, {\displaystyle x,} which is the set { s ⊆ x: x ∈ s }, {\displaystyle \{s\subseteq x:x\in s\},} is a principal ultrafilter on x. {\displaystyle x.} moreover, ev... | wikipedia |
821e34f562e2e77bdef6f5b4b42f39579f720e20 | in axiomatic set theory, the existence of singletons | in axiomatic set theory, the existence of singletons is a consequence of the axiom of pairing: for any set a, the axiom applied to a and a asserts the existence of { a, a }, {\displaystyle \{a,a\},} which is the same as the singleton { a } {\displaystyle \{a\}} (since it contains a, and no other set, as an element). | wikipedia |
3d09365786d6ef20258258bc22e3a3f4daa4c86e | a set is a singleton if and only | a set is a singleton if and only if its cardinality is 1. in von neumann's set-theoretic construction of the natural numbers, the number 1 is defined as the singleton { 0 }. {\displaystyle \{0\}.} | wikipedia |
a556f94894e20a2b9e2bfbf182bc8b1db6e25358 | within the framework of zermelo–fraenkel set theory, the | within the framework of zermelo–fraenkel set theory, the axiom of regularity guarantees that no set is an element of itself. this implies that a singleton is necessarily distinct from the element it contains, thus 1 and { 1 } {\displaystyle \{1\}} are not the same thing, and the empty set is distinct from the set conta... | wikipedia |
295d8e138c097dc457ca724831eb9005bb35427d | in mathematics, a singleton (also known as a | in mathematics, a singleton (also known as a unit set or one-point set) is a set with exactly one element. for example, the set { 0 } {\displaystyle \{0\}} is a singleton whose single element is 0 {\displaystyle 0}. | wikipedia |
e29263a06b859a2403bbce28d5f6de0fb090c1ec | on 1 february 2024, the football association of | on 1 february 2024, the football association of singapore (fas) announced the appointment of ogura as the head coach of the singapore national football team. he became the third consecutive japanese head coach for the lions. on 21 march 2024, in his first match coaching the lions, ogura led the team to a 2-2 draw again... | wikipedia |
0875a92369a9f5b92b375f425196896072e79acc | later, ogura became assistant coach for ventforet kofu | later, ogura became assistant coach for ventforet kofu (2014-2015) and jef united chiba (2015-2016). hethen served as the sporting director for yokohama f. marinos from 2018 to 2022. later on, he became an assistant manager for tokyo verdy under hiroshi jofuku, notably being present when tokyo verdy got promoted to the... | wikipedia |
32226facd9f181a64dd1c6c9c080121a6c825f97 | after the summer olympics, ogura became assistant coach | after the summer olympics, ogura became assistant coach for omiya ardija, a japanese club playing in the j1 league under manager zdenko verdenik. in august 2013, verdenik was fired and ogura became the new manager. | wikipedia |
9349af18e23135ce552a387a98f6643d740f4296 | after the world cup, he became an assistant | after the world cup, he became an assistant coach for the japan u-23 national team aiming to qualify for the 2012 summer olympics under manager takashi sekizuka. japan advanced to the semi-finals in 2012 summer olympics. | wikipedia |
3a1311d275c6daaf32b58c1d8f1dbaa40f50caf4 | in 2006, he became assistant coach for the | in 2006, he became assistant coach for the japan national team under managers ivica osim (2006-2007) and takeshi okada (2008-2010). japan advanced to the knockout round in 2010 fifa world cup. | wikipedia |
1fb501752ca93bb7457732930548e78c52b621af | tsutomu ogura (小倉 勉, ogura tsutomu, born july | tsutomu ogura (小倉 勉, ogura tsutomu, born july 18, 1963) is a former japanese football player and manager. he is currently the head coach of the singapore national football team. | wikipedia |
1fda3d707545243134d0eb41974feac25e27c604 | the emission spectrum of atomic hydrogen has been | the emission spectrum of atomic hydrogen has been divided into a number of spectral series, with wavelengths given by the rydberg formula. these observed spectral lines are due to the electron making transitions between two energy levels in an atom. the classification of the series by the rydberg formula was important ... | wikipedia |
5bfa09e9991c54c26e141f9f492e2afbe46190ea | all other atoms have at least two electrons | all other atoms have at least two electrons in their neutral form and the interactions between these electrons makes analysis of the spectrum by such simple methods as described here impractical. the deduction of the rydberg formula was a major step in physics, but it was long before an extension to the spectra of othe... | wikipedia |
a2a8371f3d1ab01a54ff738a787c3148a2318f61 | the concepts of the rydberg formula can be | the concepts of the rydberg formula can be applied to any system with a single particle orbiting a nucleus, for example a he ion or a muonium exotic atom. the equation must be modified based on the system's bohr radius; emissions will be of a similar character but at a different range of energies. the pickering–fowler ... | wikipedia |
19c42ede2eb5f160b121de8d50b18660b7a26f3d | further series are unnamed, but follow the same | further series are unnamed, but follow the same pattern and equation as dictated by the rydberg equation. series are increasingly spread out and occur at increasing wavelengths. the lines are also increasingly faint, corresponding to increasingly rare atomic events. the seventh series of atomic hydrogen was first demon... | wikipedia |
e2768d81cf822d8433c399bcfaaa2814479fc29c | named after the german physicist friedrich paschen who | named after the german physicist friedrich paschen who first observed them in 1908. the paschen lines all lie in the infrared band. this series overlaps with the next (brackett) series, i.e. the shortest line in the brackett series has a wavelength that falls among the paschen series. all subsequent series overlap. | wikipedia |
9a8ad9e0cf9426cabd7f762a461aa66dc872fc62 | named after johann balmer, who discovered the balmer | named after johann balmer, who discovered the balmer formula, an empirical equation to predict the balmer series, in 1885. balmer lines are historically referred to as " h-alpha ", "h-beta", "h-gamma" and so on, where h is the element hydrogen. four of the balmer lines are in the technically "visible" part of the spect... | wikipedia |
3aab3e155555a12379a4bcd20566353c7e4c2a23 | the wavelength will always be positive because n′ | the wavelength will always be positive because n′ is defined as the lower level and so is less than n. this equation is valid for all hydrogen-like species, i.e. atoms having only a single electron, and the particular case of hydrogen spectral lines is given by z=1. | wikipedia |
2a0e69aefbfcd14693d3f93f30c623d9d4dc3e23 | the energy differences between levels in the bohr | the energy differences between levels in the bohr model, and hence the wavelengths of emitted or absorbed photons, is given by the rydberg formula: 1 λ = z 2 r ∞ (1 n ′ 2 − 1 n 2) {\displaystyle {\frac {1}{\lambda }}=z^{2}r_{\infty }\left({\frac {1}{{n'}^{2}}}-{\frac {1}{n^{2}}}\right)} | wikipedia |
5853cfe7bf880f671e9d39ccb0dfe6d623d1adc9 | in the processes of absorption or emission of | in the processes of absorption or emission of photons by an atom, the conservation laws hold for the whole isolated system, such as an atom plus a photon. therefore the motion of the electron in the process of photon absorption or emission is always accompanied by motion of the nucleus, and, because the mass of the nuc... | wikipedia |
b0d66d7dd90f37c31a77001194c09ae48ce298bc | in quantum mechanical theory, the discrete spectrum of | in quantum mechanical theory, the discrete spectrum of atomic emission was based on the schrödinger equation, which is mainly devoted to the study of energy spectra of hydrogen-like atoms, whereas the time-dependent equivalent heisenberg equation is convenient when studying an atom driven by an external electromagnetic... | wikipedia |
f3606018289119e336f0b2ad01568fb750835b02 | there are emission lines from hydrogen that fall | there are emission lines from hydrogen that fall outside of these series, such as the 21 cm line. these emission lines correspond to much rarer atomic events such as hyperfine transitions. the fine structure also results in single spectral lines appearing as two or more closely grouped thinner lines, due to relativisti... | wikipedia |
ed2807c32879326f1462ddd2173c5269bb6d76cc | the spectral lines are grouped into series according | the spectral lines are grouped into series according to n′. lines are named sequentially starting from the longest wavelength/lowest frequency of the series, using greek letters within each series. for example, the 2 → 1 line is called "lyman-alpha" (ly-α), while the 7 → 3 line is called "paschen-delta" (pa-δ). | wikipedia |
3265047d6113bccbf2f94b4a3b007b98363db1db | spectral emission occurs when an electron transitions, or | spectral emission occurs when an electron transitions, or jumps, from a higher energy state to a lower energy state. to distinguish the two states, the lower energy state is commonly designated as n′, and the higher energy state is designated as n. the energy of an emitted photon corresponds to the energy difference be... | wikipedia |
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