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http://mathhelpforum.com/calculus/104015-evaluating-limit-print.html
# Evaluating a limit • September 23rd 2009, 09:32 PM jzellt Evaluating a limit lim (x --> -8) of: (square root(1-x)) - 3 divided by 2 + (cube root(x)) I believe I should multiply by the congugate, but I'm not getting anywhere. Thanks for any help • September 23rd 2009, 09:41 PM mr fantastic Quote: Originally Poste...
2015-08-02T08:24:48
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http://mathhelpforum.com/pre-calculus/68928-life-science-log-question.html
# Math Help - life science(log question) 1. ## life science(log question) when a person swallow giardia cysts,stomch acids and pancreatic enzymes cause the cysts to release trophozoites,which divide every 12 hours. a) suppose the number of trophozoites at time t=ois yo,write a function giving the number after t hour...
2014-09-16T11:11:03
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http://mathhelpforum.com/calculus/32165-need-help-surface-area-sphere.html
Math Help - Need help with surface area of this sphere 1. Need help with surface area of this sphere i need to determine the surface area of the portion of the sphere $x^2 + y^2 + z^2 = 16$ that lies between the planes $z=1$ and $z=2$ i have taken the derivatives with respect to x and y and have switched to polar coo...
2014-04-19T12:58:06
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https://www.effortlessmath.com/math-topics/arc-length-and-sector-area/
# How to Find Arc Length and Sector Area? (+FREE Worksheet!) Learn how to find the arc length and sector area of a circle using the following step-by-step guide with examples. ## Step by step guide to find arc length and sector area of circles • To find a sector of a circle, use this formula: Area of a sector $$=\co...
2022-10-07T11:28:31
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https://workshops.nuevofoundation.org/python-tensorflow/activity-4/
# Activity 4 - Training the Model Workshop Resources The following code determines how many times model is trained. It is normal for this segment of code to take longer than usual to run. model.fit(train_images, train_labels, epochs=10) The following code prints out the overall test accuracy. test_loss, test_acc ...
2022-08-08T09:35:29
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https://math.stackexchange.com/questions/2885021/proof-verification-group-of-units-functor-is-not-monadic
# Proof verification: Group of units functor is not monadic Let $U : \mathbf{Rings} \to \mathbf{Groups}$ be the group of units functor. Note that $U$ has left adjoint $L$ given by the functor $G \mapsto \mathbb{Z}[G]$. Is $U$ monadic? I think I have the answer now, but given the confusion I'd like to get confirmation...
2019-07-20T16:21:48
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https://socratic.org/questions/a-spring-with-a-constant-of-12-kg-s-2-is-lying-on-the-ground-with-one-end-attach-7
A spring with a constant of 12 (kg)/s^2 is lying on the ground with one end attached to a wall. An object with a mass of 8 kg and speed of 3 m/s collides with and compresses the spring until it stops moving. How much will the spring compress? May 13, 2016 $\sqrt{6} m$ Explanation: Consider the inital and final cond...
2020-07-14T04:38:01
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https://wulixb.iphy.ac.cn/en/custom/topics
x ## 留言板 ### Novel properties of low-dimensional materials 纵观历史, 人类对材料的认知不断推动着社会的进步和发展, 这方面在过去一个多世纪对材料电学性质的研究上体现得尤为显著. 我们可以将材料粗略地分为金属、半导体、绝缘体, 也可以分为超导、非超导、磁性、非磁性等. 不难发现, 所有这些性质都源于同一种微观粒子: 电子. 随着研究的深入, 科学家们开始期待在一种材料中能实现以上多种甚至所有可能的电子态. 最近, 以二维体系为代表的低维体系研究向我们展示了实现这一愿景的可能性. 在低维体系中, 维度的降低导致体系对载流子浓度、介电环境、压强、应力、电场、磁场等非常敏感....
2022-09-28T22:43:32
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http://www.ncatlab.org/nlab/show/Polish+space
# nLab Polish space A Polish space is a topological space that’s homeomorphic to a separable complete metric space. Every second countable locally compact Hausdorff space is a Polish space, among others. Polish spaces provide a useful framework for doing measure theory. As with any topological space, we can take a Po...
2013-12-06T05:28:10
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https://cran.r-project.org/web/packages/renz/vignettes/Linearized_MM.html
# Linearized Michaelis-Menten Equations library(renz) library(knitr) data(ONPG, package = "renz") We start by loading some kinetic data obtained by students during their undergraduate laboratory training. Using $$\beta$$-galactosidase as an enzyme model, the students assess the effect of the substrate o-nitrophenyl-$...
2022-05-24T02:25:18
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http://www.researchgate.net/publication/47864205_Multiplicative_zero-one_laws_and_metric_number_theory
Article # Multiplicative zero-one laws and metric number theory 12/2010; Source: arXiv ABSTRACT We develop the classical theory of Diophantine approximation without assuming monotonicity or convexity. A complete `multiplicative' zero-one law is established akin to the `simultaneous' zero-one laws of Cassels and Gall...
2013-12-10T03:09:29
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http://zbmath.org/?q=an:0793.35028
# zbMATH — the first resource for mathematics ##### Examples Geometry Search for the term Geometry in any field. Queries are case-independent. Funct* Wildcard queries are specified by * (e.g. functions, functorial, etc.). Otherwise the search is exact. "Topological group" Phrases (multi-words) should be set in "strai...
2013-12-12T05:25:33
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http://www.qwika.com/find/graph_theory?int=20
Qwika Toolbar for IE and Firefox users! ## Home > English Searching 21,964,380 articles in 1,158 wikis. Beta release. Any comments please contact us Press release (Feb 17): New search engine helps bridge the language gap in Wikipedia Press release (Apr 4): Qwika search engine now indexes 1158 wikis in 12 languages ...
2019-08-18T04:36:46
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http://en.wikipedia.org/wiki/RKKY_interaction
# RKKY interaction RKKY stands for Ruderman-Kittel-Kasuya-Yosida and refers to a coupling mechanism of nuclear magnetic moments or localized inner d or f shell electron spins in a metal by means of an interaction through the conduction electrons. The RKKY interaction was originally proposed by M.A. Ruderman and Charl...
2014-07-22T16:43:21
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https://socratic.org/questions/5825990b11ef6b52759039d5#334684
# Question #039d5 Nov 11, 2016 If I understand you would try just to balance mulecular masses. It woul be right, but not sufficient to balance the reaction because it would give just one constraint on coefficients (you need several) #### Explanation: Example $2 {H}_{2} O = 2 {H}_{2} + {O}_{2}$ We start from $a {H}...
2022-01-19T11:13:30
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http://image.absoluteastronomy.com/topics/Binary_relation
Binary relation Encyclopedia In mathematics Mathematics Mathematics is the study of quantity, space, structure, and change. Mathematicians seek out patterns and formulate new conjectures. Mathematicians resolve the truth or falsity of conjectures by mathematical proofs, which are arguments sufficient to convince other ...
2022-12-06T21:00:08
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https://math.stackexchange.com/questions/798519/reference-request-certain-special-lfts
# Reference request: certain special LFTs $\newcommand{\cs}{\operatorname{cs}}$ My actual question is at the bottom. Let $$a\diamond b = \frac{a+b}{1+ab}$$ and $$a\dagger=\dfrac{1-a}{1+a}.$$ Then $$a\dagger\dagger = a$$ and \begin{align} (ab)\dagger & = (a\dagger)\diamond (b\dagger), \\[8pt] (a\diamond b)\dagger & = ...
2019-08-24T13:40:14
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https://kidsworksheetfun.com/dividing-mixed-fractions-by-fractions-worksheet/
# Dividing Mixed Fractions By Fractions Worksheet Dividing Mixed Fractions By Fractions Worksheet. She wants to share them with her friends. Integers worksheet worksheets grade multiplying answers pdf answer key dividing problems math mixed signs division printable drills involving practice range. Multiplying and div...
2022-12-01T21:22:56
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http://mathhelpforum.com/calculus/162792-solving-equation.html
# Math Help - solving equation 1. ## solving equation Hi. I have a maths question on finding the turning points and determining their nature but I can't find the value of x and w. The equation is z= e^(2x) + e^(-y) + e^(w^2) - e^(ln2x) - 2e^(w) + y I differentiated it wrt to x, y and w. But I can't solve for x and...
2014-09-20T04:08:48
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https://plainmath.net/27512/the-solution-for-the-equation-use-the-change-base-formula-approximate-axa
# The solution for the equation. Use the change of base formula to approximate axa The solution for the equation. Use the change of base formula to approximate axact answer to the nearest hundredth when approximate. $2×{10}^{x}=66$. You can still ask an expert for help • Questions are typically answered in as fast as...
2022-05-24T18:05:05
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https://rdrr.io/cran/HiveR/f/inst/doc/HiveR.Rmd
# The HiveR Package In HiveR: 2D and 3D Hive Plots for R rm(list = ls()) suppressPackageStartupMessages(library("HiveR")) suppressPackageStartupMessages(library("grid")) suppressPackageStartupMessages(library("FuncMap")) suppressPackageStartupMessages(library("sna")) suppressPackageStartupMessages(library("xtable")) ...
2021-06-25T12:53:42
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https://en.wikipedia.org/wiki/Flyback_diode
# Flyback diode A simple circuit with an inductance and a flyback diode A flyback diode (sometimes called a snubber diode, commutating diode, freewheeling diode, suppressor diode, suppression diode, clamp diode or catch diode[1][not in citation given])[citation needed] is a diode used to eliminate flyback, which is t...
2016-10-25T07:28:11
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https://naturalfossil.com/are-electric-forces-and-magnetic-forces-related
# Are electric forces and magnetic forces related? Date created: Mon, Feb 8, 2021 9:36 PM Content FAQ Those who are looking for an answer to the question «Are electric forces and magnetic forces related?» often ask the following questions: ### 👉 How are magnetic forces and electric forces related? F (vector) = q...
2021-12-01T09:10:34
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https://web2.0calc.com/questions/halp-me-asap
+0 # HALP ME ASAP!!! 0 51 2 I need help ASAP!!! Assuming that  \(y\neq 1/2, \)simplify the expression \(\dfrac{12y^3-6y^2}{2y-1}. \) Aug 6, 2020 #1 +1035 +5 Tried it already? Now, here is how I did it: What can you do to 12y^3-6y^2 to make it easier to divide? (*cough* factoring out a 6? *cough*) So, after I f...
2020-09-25T01:01:08
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https://upcommons.upc.edu/browse?authority=aa057981-5119-4cff-80a6-73081eb441fc;orcid:0000-0003-1572-8486;drac:179542;gauss:1001857&type=author
Now showing items 1-20 of 26 • A geometric approach to dense Cayley digraphs of finite Abelian groups  (Elsevier, 2016) Conference report Open Access We give a method for constructing infinite families of dense (or eventually likely dense) Cayley digraphs of finite Abelian groups. The diameter of the digraphs is obt...
2021-04-19T10:20:03
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https://ftp.aimsciences.org/article/doi/10.3934/dcds.2005.12.115
Advanced Search Article Contents Article Contents # A one-parameter family of analytic Markov maps with an intermittency transition • In this paper we introduce and study a one-parameter family of piecewise analytic interval maps having the tent map and the Farey map as extrema. Among other things, we construct a Hil...
2023-03-26T08:54:02
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http://cms.math.ca/cjm/kw/Salem%20numbers
Salem Numbers and Pisot Numbers via Interlacing We present a general construction of Salem numbers via rational functions whose zeros and poles mostly lie on the unit circle and satisfy an interlacing condition. This extends and unifies earlier work. We then consider the obvious'' limit points of the set of Salem numbe...
2015-07-06T13:36:16
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https://socratic.org/questions/56e085237c014915a104e55d
# Question 4e55d Mar 10, 2016 ${\text{270 ppm Al}}^{3 +}$ #### Explanation: The first thing to do here is convert your values to liters and grams, respectively. This will make the calculations a lot easier as we go. So, to convert gallons to liters and pounds to kilograms, use the following conversion factors $\t...
2022-01-21T13:55:46
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https://projecteuclid.org/euclid.ijm/1403534491
## Illinois Journal of Mathematics ### Analytic torsion on manifolds under locally compact group actions Guangxiang Su #### Abstract For a complete Riemannian manifold without boundary which a unimodular locally compact group properly cocompact acts on it, under some conditions, we define and study the analytic tor...
2019-10-18T03:33:08
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https://cracku.in/23-if-a-62n-35n-1-where-n-123-and-b-35n-1-where-n-123-x-cat-2018-slot-2-quantitative-aptitude
Question 23 # If A = {$$6^{2n} -35n - 1$$}, where $$n$$ = 1,2,3,... and B = {35($$n$$-1)}, where $$n$$ = 1,2,3,... then which of the following is true? Solution If we carefully observe set A, then we find that $$6^{2n} -35n - 1$$ is divisible by 35. So, set A contains multiples of 35. However, not all the multiples ...
2022-08-19T08:44:07
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http://www.maths.usyd.edu.au/s/scnitm/jormerod-StatisticsSeminar-Bondell
SMS scnews item created by John Ormerod at Fri 10 May 2013 1327 Type: Seminar Distribution: World Expiry: 18 May 2013 Calendar1: 17 May 2013 1400-1500 CalLoc1: Carslaw 373 Auth: jormerod@pjormerod3.pc (assumed) Statistics Seminar: Bondell -- Consistent high-dimensional Bayesian variable selection via penalized credibl...
2017-10-17T22:18:45
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https://cs.stackexchange.com/tags/greedy-algorithms/new
# Tag Info 3 The formalized problem here is selecting the minimum number of points such that for each temperature interval $\ell_i\in L$ we have at least one point that covers it. Let each interval $\ell_i$ be represented by $(c_i, h_i)$ Order all $\ell_i\in L$ by their $h_i$. While there are still items that need fr...
2020-02-18T20:43:14
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https://mathoverflow.net/questions/265560/line-bundles-and-cyclic-covers-of-curves
# Line bundles and Cyclic Covers of Curves Let $X \to Y$ be a cyclic etale cover of smooth projective geometrically connected curves over some field $k$. Then the map is classified by an element of the cohomology group $H^1_{et}(Y_{k_s}, \mu_n)$; in other words the data of the covering is equivalent to giving a line b...
2021-04-10T15:10:49
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https://www.maths.unsw.edu.au/seminars/fullarchive?term_node_tid_depth_3=266
# Full Seminar Archive Our regular seminar program covers a broad range of topics from applied mathematics, pure mathematics and statistics. All staff and students are welcome. This page has a complete list of past seminars and a list restricted by year can be accessed via the left-hand menu. Jianya Liu - Shandong Un...
2021-11-29T02:35:56
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https://www.esaral.com/q/if-two-straight-lines-intersect-each-other-then-prove-that-the-ray-opposite-the-bisector-of-one-23920/
If two straight lines intersect each other, then prove that the ray opposite the bisector of one Question: If two straight lines intersect each other, then prove that the ray opposite the bisector of one of the angles so formed bisects the vertically-opposite angle. Solution: Let $A B$ and $C D$ be the two lines int...
2022-10-06T17:16:36
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https://www.scm.com/doc/ADF/Input/FDE.html
# FDE: Frozen Density Embedding¶ The Frozen-Density-Embedding (FDE) option invokes calculation of the effective embedding potential introduced by Wesolowski and Warshel [184] in order to take into account the effect of the environment on the electronic structure of an embedded system. The embedding potential (Eq. 3 in...
2018-12-14T14:19:11
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http://math.stackexchange.com/questions/292153/prove-that-for-a-0-lim-n-rightarrow-infty-fracann-0
# Prove that for $a > 0$, $\lim_{n \rightarrow \infty}{\frac{a^n}{n!}=0}$ [duplicate] Possible Duplicate: How to prove that $\lim\limits_{n \to \infty} \frac{k^n}{n!} = 0$ Prove that for $a > 0$, $\lim_{n \rightarrow \infty}{\frac{a^n}{n!}=0}$. My attempt is since $$e^x=\sum_{n=0}^{\infty}{\frac{x^n}{n!}}$$ and the s...
2015-05-23T13:56:32
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https://mathoverflow.net/questions/426085/proper-definition-of-ordered-field-in-constructive-mathematics/426153#426153
# Proper definition of ordered field in constructive mathematics The nLab article on ordered fields defines ordered fields to be a field $$K$$ with a strict linear order $$<$$ such that $$0 < 1$$ and for all elements $$a \in K$$ and $$b \in K$$, if $$a > 0$$ and $$b > 0$$ then $$a + b > 0$$ and $$a \cdot b > 0$$. The ...
2022-12-04T06:30:44
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https://www.zbmath.org/authors/?q=rv%3A163
## Boffi, Vinicio C. Compute Distance To: Author ID: boffi.vinicio-c Published as: Boffi, V. C.; Boffi, Vinicio; Boffi, Vinicio C.; Boffi, V. more...less External Links: Wikidata · IdRef Documents Indexed: 53 Publications since 1960 5 Contributions as Editor Reviewing Activity: 219 Reviews Biographic References: 2 P...
2022-07-07T14:19:30
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https://www.physicsforums.com/threads/ionization-and-electron-acquisition-help.140781/
# Ionization and electron acquisition help! 1. Oct 30, 2006 ### chuck35lopez I have a couple questions on my homework that I am stuck on. 1. Write the equations that represent the first three ionizations of the aluminum atom. Be sure to include phases and charges. 2. Write the equations that represent the acquisitio...
2016-10-28T18:44:45
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https://physics.stackexchange.com/questions/80934/harmonic-oscillator-quantum-mechanics/80937
# Harmonic Oscillator (Quantum Mechanics) Griffiths uses an algebraic "brute force" technique to solve the harmonic oscillator. I'm somewhat confused regarding a few parts. $$\frac{1}{2m}[p^2 + (m \omega x)^2] \psi = E \psi$$ $H = \frac{1}{2m}[p^2 + (m \omega x)^2]$ We are about to factor $H$, noting that the numer...
2019-12-09T23:52:24
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https://socratic.org/questions/how-do-you-write-the-equation-4x-10y-6-in-standard-form-and-identify-a-b-c
# How do you write the equation 4x=10y+6 in standard form and identify A, B, C? Oct 20, 2017 Standard form: $4 x - 10 y = 6$ $a \to 4$ $b \to - 10$ $c \to 6$ #### Explanation: First, we know that the standard form of a linear equation (the equation shown here) is ax + by = c. The equation is written as ax = by + c...
2022-05-26T23:15:56
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http://eprint.iacr.org/2008/395
## Cryptology ePrint Archive: Report 2008/395 New Applications of Differential Bounds of the SDS Structure Jiali Choy and Khoongming Khoo Abstract: In this paper, we present some new applications of the bounds for the differential probability of a SDS (Substitution-Diffusion-Substitution) structure by Park et al. at...
2016-07-26T10:36:17
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http://www.chegg.com/homework-help/questions-and-answers/let-p-denote-statement-july-14th-bastille-day-let-q-denote-statement-mississippi-river-wri-q914315
Symbolic Logic Let p denote the statement "July 14th is Bastille Day" and let q denote the statement "Mississippi is a river." Write out the following statements in proper English sentences. Do NOT use DeMorgan's Law in your translation (i.e. write translation with ONE negation not two):
2013-06-18T04:34:23
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https://www.aimsciences.org/article/doi/10.3934/jmd.2020004
# American Institute of Mathematical Sciences 2020, 16: 81-107. doi: 10.3934/jmd.2020004 ## Counting square-tiled surfaces with prescribed real and imaginary foliations and connections to Mirzakhani's asymptotics for simple closed hyperbolic geodesics Department of Mathematics, Stanford University, 450 Jane Stanfor...
2021-10-17T07:37:23
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http://mathhelpforum.com/algebra/58159-compound-interest.html
1. ## Compound interest Lily invest $2500 at simple interst for 9 months. The amt that she will receive is$2650. If she invests \$2500 at the same rate for 9 months but compounded monthly, how much more interest would she receive? 2. The interest I lily gained by the simple interest is: $I = 2650-2500 = 150$ Recall ...
2017-08-21T16:23:25
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https://eshelohad.co.il/uk-gpm-qduanx/t68xvz.php?tag=difference-between-machine-learning-and-convolutional-neural-network-b087af
אוהד אשל- צמיחה עסקית לחברות וארגונים difference between machine learning and convolutional neural network Thus, the models can identify the patterns in the data. Without this context, it is sometimes difficult to decide which specific framework, or architecture is required for a particular application. Thus deciding...
2022-05-22T20:19:49
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https://zbmath.org/?q=an:0593.35054
zbMATH — the first resource for mathematics On parabolic systems with variational structure. (English) Zbl 0593.35054 The author deals with the parabolic system of the second order for a vector function $$u=(u^ 1,...,u^ N)$$, $$N>1$$, $u^ i_ t=\sum_{\alpha,\beta}D_{\alpha}(a_{\alpha,\beta}(x,u)D_{\beta}u^ i)+a^ i_ 0(x...
2021-10-16T12:52:10
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https://mathoverflow.net/questions/24307/locus-of-equal-area-hyperbolic-triangles
# Locus of equal area hyperbolic triangles Henry Segerman and I recently considered the following question: Given a fixed area $A < \pi$ and two fixed points in the upper half-plane model for hyperbolic $2$-space, what is the locus of points which give rise to a hyperbolic triangle of the given area? We found it a f...
2022-11-27T05:33:00
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https://www.bookofproofs.org/branches/extensional-relation/
Welcome guest You're not logged in. 139 users online, thereof 1 logged in ## Definition: Extensional Relation Let $V$ be a set and let $R\subseteq V\times V$ be a binary relation. $R$ is called extensional if all elements of $x\in V$ are uniquely determined by ordered pairs $(z,x)\in R,$ formally $$\{z\in V\mid zRx\...
2019-02-17T17:28:19
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https://calculatores.com/percentage-increase-calculator
# Percentage Increase Calculator ## Introduction to Percentage Increase Calculator We introduce the percentage increase calculator. It is a very popular tool all over the world. It helps you to calculate the increased value in terms of percentage. You will provide the values (initial value, final value) and get the a...
2022-09-26T07:03:40
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https://tex.stackexchange.com/questions/156196/newcommand-with-variable-name
# \newcommand with variable name I am typesetting a long mathematical text (lecture notes), in which I use the alphabets \mathbb A \mathcal A \mathfrak A very often, so I decided to name them \A \sA \fA (For bb A, script A, fraktur A resp.). Now I want to shorten my preamble by creating a helper \newcommand{\ma...
2020-06-04T02:38:19
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https://www.semanticscholar.org/paper/Uniqueness-of-the-Ricci-flow-on-complete-noncompact-Chen-Zhu/e33aee2214149a874efa7700c1d4167066f664e9
# Uniqueness of the Ricci flow on complete noncompact manifolds @article{Chen2005UniquenessOT, title={Uniqueness of the Ricci flow on complete noncompact manifolds}, author={Binglong Chen and Xiping Zhu}, journal={Journal of Differential Geometry}, year={2005}, volume={74}, pages={119-154} } • Published 21 May 2005 • ...
2022-07-06T09:36:31
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https://docs.scipy.org/doc/scipy/reference/generated/scipy.ndimage.fourier_shift.html
# scipy.ndimage.fourier_shift¶ scipy.ndimage.fourier_shift(input, shift, n=-1, axis=-1, output=None)[source] Multi-dimensional fourier shift filter. The array is multiplied with the fourier transform of a shift operation. Parameters: input : array_like The input array. shift : float or sequence The size of the box ...
2018-01-24T00:08:31
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https://en.m.wikipedia.org/wiki/Quotient_field
# Field of fractions (Redirected from Quotient field) In abstract algebra, the field of fractions of an integral domain is the smallest field in which it can be embedded. The elements of the field of fractions of the integral domain ${\displaystyle R}$ are equivalence classes (see the construction below) written as $...
2020-06-06T01:22:32
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http://www.stat.ufl.edu/info/seminar-abstracts/hobert.html
## Jim Hobert, University of Florida ### Stability Relationships Among the Gibbs Sampler and its Subchains Let $\Phi=\left\{(X_i,Y_i): i=0,1,2,\dots\right\}$ denote the Markov chain resulting from application of the two-variable Gibbs sampler using conditional densities that may correspond to an improper joint densit...
2018-01-20T06:51:04
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https://www.physicsforums.com/threads/minimum-safe-distance-from-a-radioactive-source.891515/
# Homework Help: Minimum safe distance from a radioactive source Tags: 1. Oct 31, 2016 ### moenste 1. The problem statement, all variables and given/known data The potassium isotope 4219K has a half-life of 12 hr, and disintegrates with the emission of a γ-ray to form the calcium isotope 4220Ca. What other radiation...
2018-05-24T02:55:53
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https://www.yaclass.in/p/mathematics-state-board/class-10/relations-and-functions-8849/composition-of-functions-13972/re-52259145-d2e8-44b9-8b1d-f4c7b3ed721a
UPSKILL MATH PLUS Learn Mathematics through our AI based learning portal with the support of our Academic Experts! Let us learn the composition of three functions based on the composition of two functions. Consider the four sets $$A$$, $$B$$, $$C$$ and $$D$$. Let $$f: A \rightarrow B$$, $$g: B \rightarrow C$$, $$h:...
2023-01-31T03:59:02
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https://codexgalactic.com/2011/03/18/greens-functions/?replytocom=81
# Green's functions Lecture Notes on Green's Functions for lecture given on St. Patrick's day, so written in Green naturally. Some of the most important equations in physics can be solved by constructing a beast with a curious set of properties, called a Green’s function. This post contains some interesting nuggets f...
2019-07-19T04:10:37
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http://noahpinionblog.blogspot.com/2013/10/lars-peter-hansen-explained-kind-of.html
## Monday, October 14, 2013 ### Lars Peter Hansen explained. Kind of. The entire econo-blogosphere has its usual pieces up explaining the work of two of this year’s Nobel(ish) laureates in economics, Gene Fama and Bob Shiller. Most of them just handwave when it comes to Lars Peter Hansen’s contributions. Disclaimer:...
2018-11-14T09:37:31
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http://www.physicsforums.com/showthread.php?p=1892684
# matlab-compute the distribution of the noise signal by phoebus Tags: distribution, matlabcompute, noise, signal P: 4 my professor gave me this equation to compute the distribution of the noise signal but I have no ideal what it is, so can someone explain this for me 1/√(2πσ)*e^((x-μ)^2/2σ^2 ) thanks Mentor P: 16,4...
2014-04-20T21:31:00
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https://socratic.org/questions/what-is-the-area-of-a-45-45-90-triangle-with-a-hypotenuse-of-8mm-in-length
# What is the area of a 45-45-90 triangle, with a hypotenuse of 8mm in length? Nov 14, 2015 $4 m {m}^{2}$ #### Explanation: The formula for calculating the area of a triangle is $\frac{1}{2} b a s e \cdot h e i g h t$. Thanks to the fact that this is a 45-45-90 triangle the base of the triangle and the height of t...
2023-03-31T19:15:57
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https://www.impetus-afea.com/support/manual/?command=INITIAL_MATERIAL_DIRECTION_WRAP
#### Command list • Input handling • Solution control and techniques • Output • Mesh commands • Nodes and connectivity • Material properties • Initial conditions • Boundary conditions • Contact and tied interfaces • Rigid bodies • Connectors • Parameters and functions • Geometries • Sets • Coordinate system • Particle...
2019-09-21T23:56:13
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https://stacks.math.columbia.edu/tag/0GF8
Lemma 68.17.2. Let $S$ be a scheme. Let $f : Y \to X$ be a morphism of algebraic spaces over $S$. Let $\mathcal{F}$ be a quasi-coherent sheaf on $Y$. Let $\mathcal{I}$ be a quasi-coherent sheaf of ideals on $X$. If $f$ is affine then $\mathcal{I}f_*\mathcal{F} = f_*(f^{-1}\mathcal{I}\mathcal{F})$ (with notation as expl...
2023-01-27T21:52:45
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http://publications.eng.cam.ac.uk/1290500/
Balanced truncation of k-positive systems Grussler, C and Damm, T and Sepulchre, R (2021) Balanced truncation of k-positive systems. IEEE Transactions on Automatic Control. ISSN 0018-9286 Full text not available from this repository. Abstract This paper considers balanced truncation of discrete-time Hankel <formula...
2021-12-05T01:55:26
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https://me.gateoverflow.in/1848/gate2020-me-2-30
A thin-walled cylinder of radius $r$ and thickness $t$ is open at both ends, and fits snugly between two rigid walls under ambient conditions, as shown in the figure. The material of the cylinder has Young’s modulus $E$, Poisson’s ratio $v$, and coefficient of thermal expansion $\alpha$. What is the minimum rise in te...
2022-09-26T23:42:34
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http://math.stackexchange.com/questions/114964/polynomials-on-the-complex-numbers
# polynomials on the complex numbers Let p be a complex polynomial $p\left( {a + bi} \right) = p\left( z \right):{\Bbb C} \to {\Bbb C}$ How can I prove the following? $$\lim_{\lVert z\rVert\to\infty} \Vert p(z)\rVert = \infty.$$ I can't use any important result about complex numbers, only the definition, and properti...
2014-04-17T01:30:41
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https://www.zbmath.org/?q=an%3A0918.57001
# zbMATH — the first resource for mathematics A factorization of the Conway polynomial. (English) Zbl 0918.57001 The author shows that the Conway polynomial of a link is a product of two factors, the first of which is the Conway polynomial of an associated knot and the second factor is determined by the $$\widetilde\m...
2021-03-06T06:00:22
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https://en.wikipedia.org/wiki/Multiclass_classification
# Multiclass classification Jump to: navigation, search Not to be confused with multi-label classification. In machine learning, multiclass or multinomial classification is the problem of classifying instances into one of the more than two classes (classifying instances into one of the two classes is called binary cl...
2016-08-29T21:03:11
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https://s18612.gridserver.com/jesus-said-zeyp/permutation-without-repetition-example-problems-7bb4cc
= 9! After choosing, say, number "14" we can't choose it again. ways Each digit is chosen from 0-9, and a digit can be repeated. In our case, as we have 3 balls, 3! Permutations with Repetition. Divide the factorial of the total by the denominator, as described above: 3,628,800/17,280. I explained in my last post that ...
2021-04-23T02:56:28
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https://electronics.stackexchange.com/questions/492739/why-am-i-getting-weird-behavior-when-building-4-bit-down-counter
# Why am I getting weird behavior when building 4-bit down counter? I'm attempting to build a 4-bit modulo-10 down-counter (i.e 9,8,7...,1,0,9,8,7...0). Here is my code so far: LIBRARY IEEE; USE IEEE.STD_LOGIC_1164.ALL; USE IEEE.NUMERIC_STD.ALL; ENTITY downcounter is PORT ( enable : in std_logic; reset : in std_l...
2021-04-22T13:34:46
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https://chemistry.stackexchange.com/questions/116686/calculating-mixing-enthalpy-in-gromacs
# Calculating Mixing Enthalpy in GROMACS What is the most reliable way to calculate mixing enthalpy of binary solvent mixture using GROMACS? [EDIT] I have simulated two-component systems of water and organic solvent with GROMACS. In a research paper from my field of study, authors calculate 'enthalpy of mixing' with...
2019-10-14T03:13:21
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http://mathhelpforum.com/math-challenge-problems/153408-catalan-s-constant.html
# Math Help - Catalan's Constant 1. ## Catalan's Constant Show $\displaystyle \int_1^\infty \frac{\log x}{x^2+1}dx = G,$ where $\displaystyle G$ is Catalan's constant. 2. Setting $u=\frac{1}{x}$ the integral becomes... $\displaystyle \int_{1}^{\infty} \frac{\ln x}{1+ x^{2}}\ dx = - \int_{0}^{1} \frac{\ln u}{1 + u^{...
2014-07-28T21:49:26
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http://math.stackexchange.com/questions/85688/hartshorne-exercise-ii-5-12b
# Hartshorne exercise II.5.12(b) I've been working on the Hartshorne exercise in the title for quite a while, which goes like this: let $f : X \to Y$ and $g : Y \to Z$ be morphisms of schemes, $\mathscr{L}$ a very ample invertible sheaf on $X$ relative to $Y$, and $\mathscr{M}$ a very ample invertible sheaf on $Y$ rel...
2014-12-21T02:47:42
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https://questions.examside.com/past-years/jee/question/the-function-fleft-x-right-log-left-x-sq-2003-marks-4-edxalxbmmbyhc8s7.htm
1 AIEEE 2003 +4 -1 The function $$f\left( x \right)$$ $$= \log \left( {x + \sqrt {{x^2} + 1} } \right)$$, is A neither an even nor an odd function B an even function C an odd function D a periodic function 2 AIEEE 2003 +4 -1 A function $$f$$ from the set of natural numbers to integers defined by $$f\left( n \right) = \...
2023-03-29T04:06:51
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http://openstudy.com/updates/4f4c7558e4b0acf2d9fdcab3
## xEnOnn Group Title Suppose I have the following sequence in an event: BABCCABAA There are 9 elements in the sequence and I want to find the number of arrangements I get can out of this 9 elements. The order does matter but because there are repeated elements such as 4A's, 3B's, etc, it becomes not as easy as just 9 ...
2014-07-31T17:39:40
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https://zbmath.org/?q=an:0715.57013&format=complete
# zbMATH — the first resource for mathematics Natural transformations of Weil functors into bundle functors. (English) Zbl 0715.57013 Geometry and physics, Proc. 9th Winter Sch., Srní/Czech. 1989, Suppl. Rend. Circ. Mat. Palermo, II. Ser. 22, 177-191 (1990). [For the entire collection see Zbl 0699.00032.] Natural tran...
2021-10-21T23:45:33
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https://brilliant.org/problems/base-and-exponent-accuracy/
# Base and Exponent Accuracy! Algebra Level 2 What is the value of x such that: ${ 4 }^{ 2 }\quad -\quad { x }^{ x }\quad -\quad { x }^{ x }\quad \approx \quad |\quad 434.01\quad \times \quad { x }^{ x }\quad |$ ×
2017-01-22T10:27:07
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https://ncatlab.org/nlab/show/Planck+length
# nLab Planck length Contents ### Context #### Gravity gravity, supergravity # Contents ## Idea The fundamental physical unit of length. In comparison to macorscopic physical units such as the meter, the approximate value of the Planck length is $\sim 1.6 \;10^{-35}$ meter. ## Definition Two important physica...
2020-01-21T15:01:40
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http://meetings.aps.org/Meeting/MAR12/Event/163327
### Session P10: Invited Session: Quantum Simulations 8:00 AM–11:00 AM, Wednesday, February 29, 2012 Room: 210A Chair: Markus Greiner, Harvard University Abstract ID: BAPS.2012.MAR.P10.5 ### Abstract: P10.00005 : Mixed Bose-Fermi Mott Phases and Phase Transitions 10:24 AM–11:00 AM Preview Abstract   View Presenta...
2014-07-23T18:04:08
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http://math.chapman.edu/~jipsen/structures/doku.php/bck-lattices
BCK-lattices Abbreviation: BCKlat Definition A BCK-lattice is a structure $\mathbf{A}=\langle A,\vee,\wedge,\rightarrow,1\rangle$ of type $\langle 2,2,2,0\rangle$ such that $\langle A,\vee,\rightarrow,1\rangle$ is a BCK-join-semilattice $\langle A,\wedge,\rightarrow,1\rangle$ is a BCK-meet-semilattice Remark: $x\...
2017-05-29T15:20:23
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https://socratic.org/questions/whats-the-the-algebraic-expression-for-32-divided-by-the-quantity-y-plus-12#646393
# What's the the algebraic expression for "32 divided by the quantity y plus 12"? Aug 9, 2018 $\frac{32}{\left(y + 12\right)}$ #### Explanation: $\frac{32}{\left(y + 12\right)}$ Aug 9, 2018 $\frac{32}{y + 12}$ #### Explanation: $\text{the quantity y plus 12 is written } y + 12$ $\text{and 32 divided by this qu...
2022-12-02T15:32:31
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https://www.ideals.illinois.edu/browse?rpp=20&order=ASC&sort_by=-1&value=Mathematics&etal=-1&type=subject&starts_with=T
# Browse by Subject "Mathematics" • (1967) application/pdf PDF (2Mb) • (1991) A theoretical framework is proposed for multivariate quality control based on multivariate statistical analysis and information-theoretical measures. A flow chart is proposed to determine whether the process is in control ... application/...
2015-03-04T00:10:53
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http://xml.jips-k.org/full-text/view?doi=10.3745/JIPS.02.0165
Bian , Gong , Ma , and Duan: Research on Water Edge Extraction in Islands from GF-2 Remote Sensing Image Based on GA Method # Research on Water Edge Extraction in Islands from GF-2 Remote Sensing Image Based on GA Method Abstract: Aiming at the problem of low accuracy in the water boundary automatic extraction of isl...
2021-12-01T11:57:14
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https://wlresources.dpi.wi.gov/authoring/1762-check-your-work/view
Overview / Description: This lesson will help students understand why it is important to check their work after they complete a math problem. They will be searching other students work to find a mistake in the work they completed. Learning goals/objectives: After completing this activity, students should be able to ...
2022-05-29T09:39:33
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https://brainly.com/question/134514
## Answers The Brainliest Answer! 2014-09-29T19:11:58-04:00 We must follow order of operations: 1. Parentheses (there are none) 2. Exponents (none) 3. Multiply/ Divide (there is one of those, so we must divide 4/7 by 3/10. Remember for dividing fractions: 1. Keep the original fraction 2. Change the division sign...
2017-01-19T11:31:02
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https://www.gabormelli.com/RKB/Distance_Metric
# Distance Metric A distance metric is a symmetric metric that maps two items, $x,y$, to a non-negative distance value where $\text{Dist}(x,x)=\text{Dist}(y,y)=0$ and is also constrained the triangle inequality. ## References ### 2010 • (Wikipedia, 2010) http://en.wikipedia.org/wiki/Metric_(mathematics) • In mathem...
2021-05-06T00:30:41
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https://figshare.com/articles/_Transient_and_steady_state_scaling_exponents_/218984/1
## Transient and steady state scaling exponents. 2013-02-19T20:49:00Z (GMT) by <p>Colormap of the (a) transient and (b) steady state values of the scaling exponent and as a function of car density and the mean randomization probability . Dashed lines show the approximate super diffusion () and normal diffusion () boun...
2018-12-15T08:46:25
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https://math.stackexchange.com/questions/2038801/simple-1st-order-pde
# Simple 1st order PDE [duplicate] Solve $u_x+u_y+u=e^{x+2y}$ with $u(x,0)=0$ I try to let $x'=x+y, y'=x-y$ and reduced to $2u_{x'}+u=e^{0.5(3x'-y)}$ How to proceed to the next step? Any other methods to solve? Thank you! • $$2u_{x'} + u = \exp \bigg( \frac{1}{2} (3x'-y) \bigg)$$ is an ODE in $x'$. You could use a...
2020-01-22T18:23:06
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https://drmf-beta.wmflabs.org/wiki/Definition:normctsHahnptilde
# Definition:normctsHahnptilde The LaTeX DLMF and DRMF macro \normctsHahnptilde represents the normalized continuous Hahn polynomial. This macro is in the category of polynomials. In math mode, this macro can be called in the following ways: \normctsHahnptilde{n} produces $\displaystyle {\displaystyle \normctsHahnp...
2019-06-25T01:37:44
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https://earthscience.stackexchange.com/questions/8418/how-to-calculate-water-vapor-flux-divergence-from-temperature-relative-humidity
# How to calculate water vapor flux divergence from temperature, relative humidity, u wind and v wind? I have temperature, u wind, v wind and relative humidity. I am wondering to calculate water vapor flux divergence and convergence. Would anybody kindly help to find our a solution for this? The formula for moisture...
2020-01-28T14:24:30
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https://newproxylists.com/reference-request-product-smash-and-integers-in-a-grothendieck-infty-1-topos/
# reference request – Product Smash and integers in a Grothendieck \$ ( infty, 1) \$ – topos Let $$mathcal {H}$$ to be a Grothendieck $$( infty, 1)$$-topos. According to this page in nlab, for all $$X in mathcal {H}$$, the object suspension $$Sigma X$$ is homotopy equivalent to the smash product $$B mathbb {Z} wedge X...
2019-07-23T20:56:34
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http://mathoverflow.net/revisions/10043/list
2 added 1287 characters in body Oh, Toën is using a different definition of "localization" than the one I am accustomed to (e.g., see Definition 5.2.7.2 and Warning 5.2.7.3 of Higher Topos Theory). Since Cat is a presentable category, I assumed you were taking the localization in presentable categories, which involves...
2013-05-24T19:34:16
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https://deepai.org/publication/robustness-of-conditional-gans-to-noisy-labels
# Robustness of Conditional GANs to Noisy Labels We study the problem of learning conditional generators from noisy labeled samples, where the labels are corrupted by random noise. A standard training of conditional GANs will not only produce samples with wrong labels, but also generate poor quality samples. We consid...
2019-12-14T02:24:30
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https://www.futurelearn.com/courses/intro-to-quantum-computing/0/steps/31565
1.15 ## Keio University Skip to 0 minutes and 4 secondsOne of the most important concepts you must grasp to understand quantum computing is the superposition and interference of waves. Since waves are moving through space, you can have more than one wave passing through one place at the same time. When that happens, ...
2019-07-21T17:43:32
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https://www.physicsforums.com/threads/solving-an-equation.551973/
Homework Help: Solving an equation 1. Nov 19, 2011 Ted123 Solve the equation $$x^4 - x^2 = k$$ where $k>0$. Am I being thick or how do I solve this for $x$? Factorising gives $$x^2(x^2-1)=k$$ but now where? 2. Nov 19, 2011 HallsofIvy Let $y= x^2$ and that becomes a quadratic function: $y^2- y= k$ or $y^2- y- k=...
2018-06-23T22:30:58
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https://zbmath.org/serials/?q=se%3A4889
## ALEA. Latin American Journal of Probability and Mathematical Statistics Short Title: ALEA, Lat. Am. J. Probab. Math. Stat. Publisher: Instituto de Matemática Pura e Aplicada (IMPA), Rio de Janeiro ISSN: 1980-0436/e Online: http://alea.impa.br/english/ Comments: Indexed cover-to-cover; Published electronic only as ...
2022-09-27T07:35:46
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https://purdycoolac.com/juliette-norton-aiqxx/dad1b9-ed25519-public-key-format
Public Keys¶. q You will needPython 2.7 or Python 3.x (3.4 or later) and a C compiler. (Redirected from Ed25519) In public-key cryptography, Edwards-curve Digital Signature Algorithm (EdDSA) is a digital signature scheme using a variant of Schnorr signature based on twisted Edwards curves. {\displaystyle q} {\displayst...
2021-02-26T10:13:51
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https://www.nature.com/articles/s41598-017-12075-2?error=cookies_not_supported&code=3be8cb7c-af00-4590-93f6-8353eb60878b
# Nanoscale distribution of Bi atoms in InP1−xBix ## Abstract The nanoscale distribution of Bi in InPBi is determined by atom probe tomography and transmission electron microscopy. The distribution of Bi atoms is not uniform both along the growth direction and within the film plane. A statistically high Bi-content re...
2020-08-04T01:06:54
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https://www.math24.net/table-first-order-derivatives/
# Table of First Order Derivatives Functions: $$f$$, $$y$$, $$u$$, $$v$$ Argument (independent variable): $$x$$ Natural number: $$n$$ Real numbers: $$C$$, $$a$$, $$b$$, $$c$$ 1. Derivative of a constant $${\large\frac{d}{{dx}}\normalsize}\left( C \right) = 0$$ 2. Derivative of the function $$y = x$$ $${\large\frac{d}{...
2020-07-10T22:06:44
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