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https://byjus.com/ncert-solutions-class-9-maths/chapter-1-number-systems/
# NCERT Solutions for Class 9 Maths Chapter 1- Number Systems NCERT Solutions for Class 9 Maths Chapter 1 Number Systems are created by the expert faculty at BYJU’S. These Solutions of NCERT Maths help the students in solving the problems adroitly and efficiently. They also focus on formulating the Solutions of Maths ...
2020-10-29T20:02:22
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https://catalog.princeton.edu/catalog/dsp010c483n01s
A Scholzian Approach to the Local Langlands Correspondence for $$\mathrm{GL}_n$$ over function fields Author/​Artist: Li, Daniel [Browse] Format: Senior thesis Language: English Let $$F$$ is a local field of characteristic $$p$$. Inspired by work of Scholze, we construct a map $$\pi\mapsto\sigma(\pi)$$ from irreducibl...
2018-04-20T09:41:25
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http://mymathforum.com/linear-algebra/14864-intersection-two-planes-r3.html
My Math Forum Intersection of two planes in R3 User Name Remember Me? Password Linear Algebra Linear Algebra Math Forum September 30th, 2010, 07:27 PM #1 Newbie   Joined: Sep 2010 Posts: 1 Thanks: 0 Intersection of two planes in R3 I thought I understood equations of planes in R3 and their intersections, but appar...
2017-11-20T13:39:45
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https://www.aimsciences.org/article/doi/10.3934/dcds.2009.24.547
# American Institute of Mathematical Sciences June  2009, 24(2): 547-565. doi: 10.3934/dcds.2009.24.547 ## The Cauchy problem for the 3D Zakharov-Kuznetsov equation 1 IMPA, Estrada Dona Castorina 110, Rio de Janeiro, 22460-320 2 Mathématiques UMR 8628, Université Paris-Sud et CNRS, 91405 0rsay cedex, France Receiv...
2022-07-02T02:14:18
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http://web.mit.edu/10.001/Web/Course_Notes/NLAE/node6.html
Next: The Initial Guess Up: 10.001: Solution of Non-Linear Previous: The Method of False # Newton-Raphson Technique The Newton-Raphson method is one of the most widely used methods for root finding. It can be easily generalized to the problem of finding solutions of a system of non-linear equations, which is referred...
2016-05-01T04:25:22
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https://socratic.org/questions/58a5d67c7c0149079786333e
# How do we measure the mass of butane used by a heater over a day's use? $\text{Measure the mass of the heater before ignition.......}$
2022-12-06T13:06:37
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https://projecteuclid.org/euclid.agt/1513715505
## Algebraic & Geometric Topology ### On sutured Floer homology and the equivalence of Seifert surfaces #### Abstract The goal of this paper is twofold. First, given a Seifert surface $R$ in the $3$–sphere, we show how to construct a Heegaard diagram for the sutured manifold $S3(R)$ complementary to $R$, which in tu...
2020-01-28T16:05:46
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https://socratic.org/questions/592fab4f7c01491218541c97
# What are the oxidation numbers for carbon in carbon monoxide, and in methanol? Jun 1, 2017 We have $: \stackrel{I {I}^{+}}{C} \equiv O$ versus ${H}_{3} \stackrel{I {I}^{-}}{C} O H$, so methanol has the carbon with the lower oxidation state. #### Explanation: The sum of the oxidation numbers equals the charge on t...
2020-02-29T10:39:47
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https://en.wikipedia.org/wiki/Lexicographic_preferences
Lexicographic preferences Lexicographic preferences or lexicographic orderings describe comparative preferences where an economic agent prefers any amount of one good (X) to any amount of another (Y). Specifically, if offered several bundles of goods, the agent will choose the bundle that offers the most X, no matter ...
2018-09-19T08:01:44
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https://puzzling.stackexchange.com/questions/26360/french-alphametic-corrected?noredirect=1
# French alphametic (corrected) This is the corrected version of puzzle French alphametic (misspelled) Every letter stands for a digit in base-10 representation, different letters stand for different digits, and the four summands and the sum are even: UN UN DEUX + DOUZE ------------ SEIZE Which digit doe...
2019-09-17T04:10:17
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http://mathhelpforum.com/calculus/106690-inverse-trig-functions.html
# Math Help - inverse trig functions 1. ## inverse trig functions how can I simplify this: tan(arcsin(x)) 2. Hello, xxju1anxx! Simplify: . $\tan\bigg[\arcsin(x)\bigg]$ An inverse trig function is an angle. Let $\theta \,=\,\arcsin(x) \quad\Rightarrow\quad\sin\theta \,=\,x$ We have: . $\sin\theta \:=\:\frac{x}{1} ...
2015-07-31T11:47:14
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https://cs.stackexchange.com/questions/14093/what-exactly-can-finite-state-machines-not-do/14100
# What exactly can finite-state machines not do? I know finite-state machines can be used to solve yes/no kind of problems, such as finding whether a word is in language or not. Can somebody tell me exactly what FSM cannot do and why? • Are you asking about more powerful deciders, or other tasks? See here or here, re...
2019-12-16T11:57:21
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http://syymmetries.blogspot.com/
## Sunday, 25 June 2017 ### Naturalness: A Pragmatist's Guide I've been meaning to write a more comprehensive reflection on naturalness here for a while now, ever since penning a summary in the introduction to my PhD Thesis (now conferred) and submitting a paper on the topic (now published). During my graduate studie...
2022-05-16T21:33:21
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https://math.eretrandre.org/tetrationforum/showthread.php?tid=165&pid=2468&mode=threaded
• 1 Vote(s) - 5 Average • 1 • 2 • 3 • 4 • 5 Universal uniqueness criterion? Kouznetsov Fellow Posts: 151 Threads: 9 Joined: Apr 2008   09/30/2008, 07:58 AM (This post was last modified: 09/30/2008, 07:59 AM by Kouznetsov.) Uniqueness of analytic tetration, scheme of the proof. Notations. Let $\mathbb{C}$ be set of com...
2020-07-14T00:57:48
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https://www.gradesaver.com/textbooks/math/calculus/calculus-10th-edition/chapter-p-p-2-linear-models-and-rates-of-change-exercises-page-18/81
## Calculus 10th Edition Published by Brooks Cole # Chapter P - P.2 - Linear Models and Rates of Change - Exercises: 81 #### Answer $5x+12y-169=0$ (General form) $y=\frac{-5}{12}x+\frac{169}{12}$ (Slope-intercept form) #### Work Step by Step Note: The tangent line to the circle is perpendicular to the radius of t...
2018-05-28T08:26:45
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https://sunlimingbit.wordpress.com/tag/uniqueness-continuation/
## Tag Archives: uniqueness continuation ### Unique continuation property on the boundary I am writing a theorem proved by Jin Zhiren in his thesis. Suppose $\Omega$ is a smooth domain in $\mathbb{R}^n$, $x_0\in \partial \Omega$ and $u$ is a harmonic function in $\Omega$. If there exists $A, b>0$ such that $\displa...
2017-05-24T00:23:58
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https://www.physicsforums.com/threads/need-help-with-one-dimensional-kinematics-problem.88911/
# Need help with one dimensional kinematics problem 1. Sep 13, 2005 ### azure.hubris Hello, I've been working on the following problem for quite some time, with no success: A commuter train travels between two downtown stations. Because the stations are only 1.15 km apart, the train never reaches its maximum possibl...
2018-02-18T02:17:06
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https://socratic.org/questions/how-can-i-write-the-formula-for-strontium-fluoride
# How can I write the formula for strontium fluoride? Jul 3, 2014 The correct answer is $S r$ ${F}_{2}$. Let us see how we got the answer; Look at the electronic arrangement of Sr and F atom. Sr ( Z= 38) has 38 electrons with following electronic configuration. 1${s}^{2}$2${s}^{2}$2${p}^{6}$3${s}^{2}$3${p}^{6}$4${s...
2019-03-25T21:51:55
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https://csharp-book.softuni.org/Content/Chapter-2-2-simple-calculations-exam-problems/exam-problems/daily-earnings/daily-earnings.html
# Problem: Daily Earnings Ivan is a programmer in an American company, and he works at home approximately N days per month by earning approximately M dollars per day. At the end of the year, Ivan gets a bonus, which equals 2.5 of his monthly salaries. In addition, 25% of his annual salary goes for taxes. Write a prog...
2019-11-11T20:21:36
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https://www.physicsforums.com/threads/linear-transformations-and-matrix-representation.815846/
# Linear Transformations and matrix representation 1. May 26, 2015 ### henry3369 Assume the mapping T: P2 -> P2 defined by: T(a0 + a1t+a2t2) = 3a0 + (5a0 - 2a1)t + (4a1 + a2)t2 is linear.Find the matrix representation of T relative to the basis B = {1,t,t2} My book says to first compute the images of the basis vect...
2017-11-20T05:08:06
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https://global-sci.org/intro/article_detail/jcm/9531.html
Volume 5, Issue 1 Perturbation of Angles Between Linear Subspaces J. Comp. Math., 5 (1987), pp. 58-61 Preview Full PDF BiBTex 233 585 • Abstract We consider in this note how the principal angles between column space R(A) and R(B) change when the elements in A and B are subject to perturbations. The basic idea in the...
2020-02-23T23:23:58
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https://codereview.stackexchange.com/questions/48935/counting-items-in-categories
# Counting items in categories I'm an experienced programmer that also has a little experience with functional programming, although mostly theoretical (as in hobby-level reading and very minor projects). I recently decided to work through the new book "Beginning Haskell" to get up to speed with Haskell and try to cr...
2019-06-17T18:06:47
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http://mathhelpforum.com/differential-geometry/129370-prove-sequence-converges-diverge.html
# Thread: Prove Sequence is Converges or diverge 1. ## Prove Sequence is Converges or diverge Let {a_n} and {b_n} be two sequences and suppose that the set {n: (a_n) does not equal (b_n) is finite. Prove the sequences either both converge to the same limit or both diverge. I know the set is finite, so it contains a ...
2016-10-01T17:45:29
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https://www.cyderize.org/?cat=68&paged=3
# Blog » School Here you will find my blog posts to do with school and the like. # School ##### Posted October 9th, 2014 by Jason N So I haven’t written anything for quite a while, but I will get around to the next part of the web development tutorial eventually. At the moment, however, there’s a lot of stuff going...
2020-04-02T04:39:34
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https://nonsmooth.gricad-pages.univ-grenoble-alpes.fr/siconos/reference/cpp/kernel/classBlockCSRMatrix.html
# Class BlockCSRMatrix¶ class BlockCSRMatrix Definition of a compressed sparse row matrix of SiconosMatrix, used in OneStepNSProblem to store the M matrix. This class defines a specific compressed row sparse storage for blocks matrices, each block being a SiconosMatrix*. It handles: • a SparseMat (boost-ublas) of ...
2023-03-24T13:11:22
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http://papers.nips.cc/paper/6197-multi-step-learning-and-underlying-structure-in-statistical-models
# NIPS Proceedingsβ ## Multi-step learning and underlying structure in statistical models [PDF] [BibTeX] [Supplemental] [Reviews] ### Abstract In multi-step learning, where a final learning task is accomplished via a sequence of intermediate learning tasks, the intuition is that successive steps or levels transform...
2020-05-25T18:40:31
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http://en.wikipedia.org/wiki/Petzval_field_curvature
# Petzval field curvature Optical aberration Distortion Spherical aberration Coma Astigmatism Petzval field curvature Chromatic aberration Defocus Tilt Not to be confused with flat-field correction, which refers to brightness uniformity. Field curvature: the image "plane" (the arc) deviates from a flat surface (the ...
2014-03-15T17:23:41
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http://encyclopedia.kids.net.au/page/li/Likelihood_principle
## Encyclopedia > Likelihood principle Article Content # Likelihood principle In statistical theory, the likelihood principle asserts that the information in any sample can be found, if at all, from the likelihood function, that function of unknown parameters[?] which specifies the probability of the sample observed...
2021-03-05T13:18:29
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https://www.gradesaver.com/textbooks/math/algebra/algebra-2-1st-edition/chapter-1-equations-and-inequalities-chapter-review-page-63/33
## Algebra 2 (1st Edition) $602$ miles. Let $x$ be the number of miles driven over $150$. Then our equation for the cost is: $180+0.25x=293\\0.25x=113\\x=452$ Thus in total we drove $150+452=602$ miles.
2019-11-22T12:36:15
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https://en.wikipedia.org/wiki/Star_model
# STAR model (Redirected from Star model) Exponential transition function for the ESTAR model with ${\displaystyle z_{t}}$ varying from -10 to +10 and ${\displaystyle \zeta }$ - from 0 to 1. In statistics, Smooth Transition Autoregressive (STAR) models are typically applied to time series data as an extension of auto...
2016-09-27T01:24:27
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https://www.data-stats.com/apparel-identification-using-mnist/
Hello People! In this article, we’ll build and train a neural network to classify images of clothing, like sneakers and shirts. This implementaion uses tf.keras , a high-level API to build and train models in TensorFlow. ## Importing dependencies import tensorflow as tf # Import TensorFlow Datasets import tensorflow_...
2021-10-16T18:04:53
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http://elitistjerks.com/f77/t54618-wotlk_healing_compendium_v3_2_same_old_thing/p9/
Elitist Jerks WotLK Healing Compendium v3.2: Same Old Thing Username Remember me? Password LinkBack Thread Tools 04/29/09, 7:35 AM   #121 Promethia Piston Honda Blood Elf Priest Kilrogg Originally Posted by tedv This is another version of "stat A has a small effect so it's meaningless while stat B has a small eff...
2013-05-24T13:57:35
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https://typeset.io/papers/design-of-quantum-cost-efficient-reversible-multiplier-using-2vokjatkqz
Journal ArticleDOI # Design of quantum cost efficient reversible multiplier using Reed-Muller expressions 01 Jan 2016-International Journal of Computing (Inderscience Publishers (IEL))-Vol. 7, Iss: 3, pp 221-228 TL;DR: This new reversible multiplier was used to design 4-bit reversible multiplier and the results save...
2022-09-27T11:26:24
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https://www.maths.usyd.edu.au/u/pubs/publist/preprints/2009/parkinson-21.html
## A local limit theorem for random walks on the chambers of $$\tilde A_2$$ buildings ### James Parkinson and Bruno Schapira #### Abstract In this paper we outline an approach for analysing random walks on the chambers of buildings. The types of walks that we consider are those which are well adapted to the structur...
2022-12-02T09:03:02
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http://mathforum.org/mathimages/index.php?title=Projection_of_a_Torus&oldid=28277
Projection of a Torus (diff) ←Older revision | Current revision (diff) | Newer revision→ (diff) 4-Dimensional Torus Field: Algebra Image Created By: Thomas F. Banchoff Website: The Mathematics of In- and Outside the Torus 4-Dimensional Torus A torus in four dimensions projected into three-dimensional space. Basic ...
2017-02-27T03:21:21
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https://physics.stackexchange.com/questions/506251/how-do-i-derive-the-formula-for-radial-acceleration-when-there-is-no-uniform-cir?noredirect=1
# How do I derive the formula for radial acceleration when there is no uniform circular motion? [duplicate] My lecturer states that $$a_r=\dfrac{v_t^2}{r}=\omega^2r$$ where $$v_t$$ is tangential velocity, he also wrote that this is derived the same way that radial acceleration is derived in uniform circular motion. I...
2020-09-25T13:39:09
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https://physics.stackexchange.com/questions/536682/can-a-heated-surface-heat-a-solid-on-it-above-the-temperature-of-the-surface-its/536683
# Can a heated surface heat a solid on it above the temperature of the surface itself? Let's say for example that I have a ceramic stove-top that heats to a measured maximum of $$400\ \mathrm{^\circ F}$$. I have a skillet of some unknown material that should not be heated above $$400\ \mathrm{^\circ F}$$. Is it possib...
2021-01-16T23:38:22
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http://pld.fk.ui.ac.id/7o8kvul0/parent-functions-quadratic-984497
Algebra 2 Lesson 5-3: Transforming Parabolas Mrs. Example 2: Find the inverse function of f\left( x \right) = {x^2} + 2,\,\,x \ge 0, if it exists.State its domain and range. Quadratic function. PLAY. Cubic Parent Function. Vertex form – when the quadratic equation is written in the vertex form, we are able to determine...
2022-10-07T23:14:52
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http://thevirtuosi.blogspot.com/2012/03/primes-in-pi.html
## Wednesday, March 14, 2012 ### Primes in Pi Recently, I've been concerned with the fact that I don't know many large primes.  Why?  I don't know.  This has led to a search for easy to remember prime numbers.  I've found a few goods ones, namely But then I remembered that I already know 50 digits of pi, memorized o...
2017-05-27T13:51:29
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https://scoskey.github.io/lopez-escobar
With Martino Lupini. Fundamenta mathematicae, 2016. (arχiv | journal) Abstract: We show that a version of López-Escobar’s theorem holds in the setting of logic for metric structures. More precisely, let $\mathbb{U}$ denote the Urysohn sphere and let $\mathop{\mathrm{Mod}}(\mathcal{L},\mathbb{U})$ be the space of metri...
2017-09-22T13:37:31
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https://socratic.org/questions/how-do-you-write-the-complex-number-3-in-polar-form
# How do you write the complex number 3 in polar form? Nov 28, 2016 $\left(3 , 0\right)$ #### Explanation: 3 is positioned 3 units to the right of the origin on the x-axis. Thus the angle between it and the x-axis is 0. To >convert from $\textcolor{b l u e}{\text{complex to polar form}}$ That is $\left(x , y\righ...
2020-02-20T18:38:15
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https://mathoverflow.net/questions/307356/reference-request-for-weak-solutions-of-an-elliptic-pde
# Reference request for weak solutions of an Elliptic PDE Edit : I just learned that all weak solutions are $C^\infty$, so this question, by Willie, seems more appropriate than the current one. I want to find weak, non trivial, continuous, solutions of $$\Delta u - \lambda u = 0$$ for a square domain in $\mathbb{R}^N...
2021-08-01T08:46:16
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https://labs.tib.eu/arxiv/?author=D.%20Treleani
• ### Multiple Parton Interactions, inclusive and exclusive cross sections, sum rules(1707.00271) July 2, 2017 hep-ph In a simplified model of Multiple Parton Interactions the inclusive cross sections, of processes with large momentum transfer exchange, acquire the statistical meaning of factorial moments of the distr...
2020-10-01T07:09:11
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https://www.ias.ac.in/listing/bibliography/pram/Mina_K._Parida
• Mina K Parida Articles written in Pramana – Journal of Physics • Radiative see-saw formula in nonsupersymmetric $SO(10)$ with dark matter In $SO(10)$, the type-I and type-II see-saw scales $\geqq 10^{12}$ GeV are far away from being probed by direct experimental tests. In the absence of supersymmetry, we show how ...
2022-10-03T17:41:50
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http://www.conservapedia.com/Hubble_time_dilation
# Hubble time dilation The Hubble time dilation is a hypothetical effect of accumulation of time dilation (in curved space) with distance from observer, so for small distances it looks roughly propotional to the distance. The exact effect is dτ / dt = exp( − r / Rs), where τ is proper time at event in deep space (ti...
2014-10-25T07:09:24
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https://dsp.stackexchange.com/tags/adaptive-algorithms/hot
Tag Info 8 The LMS algorithm is based on the idea of gradient descent to search for the optimal (minimum error) condition, with a cost function equal to the mean squared error at the filter output. However, it doesn't actually calculate the gradient directly, as that would require knowing: $$E(\mathbf{x}[n]e^*[n])$$ ...
2022-01-25T02:17:06
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http://math.stackexchange.com/questions/12220/symmetrize-eigenvectors-of-degenerate-repeated-eigenvalue
# Symmetrize eigenvectors of degenerate (repeated) eigenvalue I have the following situation: I have a hermitian Matrix $A$ that satisfies some symmetries which I can express via $AS = SA$ for a unitary matrix $S$. Now I am interested in the eigenvectors of $A$, but I want that these eigenvectors also respect my symme...
2015-02-01T17:20:13
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https://zbmath.org/?q=an:1080.62045
## Complexities of convex combinations and bounding the generalization error in classification.(English)Zbl 1080.62045 From the paper: Since the invention of enemble classification methods (such as boosting), the convex hull $$\text{conv}({\mathcal H})$$ of a given base function class $${\mathcal H}$$ has become an im...
2022-08-15T00:09:36
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http://math.stackexchange.com/questions/410391/representation-of-complexification-of-lie-algebra
# Representation of Complexification of Lie Algebra Is the following obvious? I think it is, but wanted to make sure before an exam tomorrow! "There is a bijection between the complex representations of a real Lie algebra and the complex representations of its complexification." I think this is true (and very useful...
2016-02-12T18:50:47
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https://simonp0420.github.io/CITIfile.jl/stable/
# CITIfile.jl Tools for reading CITI files. The CITI file format is commonly used in microwave engineering, for storing measured or computed scattering parameters of multiport networks. CITIfile.rdcitiMethod s,f = rdciti(fname) Read the scattering matrix and frequency list from a CITI file. s is a Complex{Float64} ...
2021-05-10T18:12:29
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https://math.stackexchange.com/questions/954252/does-a-sequence-converge-to-0-if-and-only-its-reciprocal-sequence-diverges-to-in
# Does a Sequence Converge to 0 if and only its Reciprocal Sequence Diverges to Infinity? I was considering yesterday whether or not the question in the title is, in fact, true. I believe that the definition of a convergent sequence is $(\forall \epsilon>0)(\exists N\in\mathbb{N})(\forall\mathbb{N}\ni{n,m}>N):\left|a_...
2019-07-17T23:28:33
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https://www.riverpublishers.com/journal_read_html_article.php?j=JSN/2016/1/10
## Software Networking Vol: 2016    Issue: 1 Published In:   January 2018 ### A Feature Selection Approach Based on Simulated Annealing for Detecting Various Denial of Service Attacks Article No: 10    Page: 173-190    doi: https://doi.org/10.13052/jsn2445-9739.2016.010 1 2 3 4 5 6 7 8 9 10 11 12 A Feature Selec...
2019-03-20T09:56:09
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https://pos.sissa.it/316/010/
Volume 316 - XXVI International Workshop on Deep-Inelastic Scattering and Related Subjects (DIS2018) - WG1: Structure Functions and Parton Densities Charged Kaon multiplicities of Semi-inclusive DIS off the deuteron target C.W. Kao*, D.J. Yang and W.C. Chang Full text: pdf Pre-published on: September 20, 2018 Published...
2023-01-28T19:34:10
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https://math.stackexchange.com/questions/4164837/why-doesnt-this-proof-of-the-basel-problem-violate-the-geometric-series-converg/4196339
Why doesn't this proof of the Basel problem violate the geometric series convergence constraints? In a proof of the Basel problem, the excellent YouTuber "blackpenredpen" relies on a manipulation which I assume is valid, but I don't know why it is valid. They split the following integral: $$\int_0^{\pi/2}\ln(2\cos x)...
2021-09-24T02:19:35
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https://zbmath.org/?q=an:0872.06008
# zbMATH — the first resource for mathematics On values in relatively normal lattices. (English) Zbl 0872.06008 The authors deal with the class IRN and give other useful constructions in the study of the structure of relatively normal lattices. They introduce the notion of a plenary set of a member of the class IRN, g...
2021-05-14T00:06:57
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https://solvedlib.com/n/t-let-aad-b-1the-columnspace-of-a-matrix-a-denoted-col-a,15449688
# T-Let Aad b-1The columnspace of a matrix A, denoted col(A); is the subspace spanned by the column vectors of AFor ###### Question: T- Let A ad b -1 The columnspace of a matrix A, denoted col(A); is the subspace spanned by the column vectors of A For which value of h is b in col(A)? Select one: h = 9 b. h = 3 c. h =...
2022-05-22T19:23:44
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https://www.physicsforums.com/threads/lagrange-multiplier-systems-of-equations-help-please.778791/
# Lagrange multiplier systems of equations -- Help please Tags: 1. Oct 28, 2014 ### tix24 1. The problem statement, all variables and given/known data Hi guys im new here and i really need help with this question. Ive tried it multiple times but cant find all the critical points, help would be greatly appreciated. ...
2017-08-20T05:27:38
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https://xslates.com/post/first-derivatives-to-find-maximum-and-minimum-values-of-functions/
If the graph of a function rises from the left to the right over an interval $$I$$, the function is increasing on, or over, $$I$$. If the graph drops from left to right, the function is decreasing on, or over, $$I$$. Mathematically speaking, a function is increasing over an interval if, for every input $$a$$ and $$b$$...
2019-10-18T16:32:44
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https://zbmath.org/?q=0886.05004
# zbMATH — the first resource for mathematics Some $$q$$-analogues of determinant identities which arose in plane partition enumeration. (English) Zbl 0886.05004 Summary: We prove $$q$$-analogues of two determinant identities of a previous paper of the author. These determinant identities are related to the enumeratio...
2021-10-21T19:07:00
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https://eprint.iacr.org/2019/307
### Solving $x^{2^k+1}+x+a=0$ in $\mathbb{F}_{2^n}$ with $\gcd(n,k)=1$ Kwang Ho Kim and Sihem Mesnager ##### Abstract Let $N_a$ be the number of solutions to the equation $x^{2^k+1}+x+a=0$ in $\mathbb F_{n}$ where $\gcd(k,n)=1$. In 2004, by Bluher it was known that possible values of $N_a$ are only 0, 1 and 3. In 20...
2022-05-28T07:17:51
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https://www.groundai.com/project/intrinsic-scaling-properties-for-nonlocal-operators-ii/
Intrinsic scaling properties for nonlocal operators # Intrinsic scaling properties for nonlocal operators Moritz Kassmann, Ante Mimica Fakultät für Mathematik Universität Bielefeld Postfach 100131 D-33501 Bielefeld Department of Mathematics University of Zagreb Bijenička c. 30 10000 Zagreb, Croatia March 21, 2015 ###...
2020-07-08T08:28:13
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https://dyrts.fr/en/posts/pw2hr/
Heart Rate Estimation From Running Power Mar 21, 2021 In a simple way, we can compare the body to a car. The car, by the injection pump, supplies fuel and its energy allows us to move forward at a certain speed. The human body also has its pump, the heart, and its fuel is present in his blood. If you accelerate, the ...
2021-06-13T17:09:05
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https://en.m.wikipedia.org/wiki/Walter_Rudin
# Walter Rudin Walter Rudin (May 2, 1921 – May 20, 2010[2]) was an Austrian-American mathematician and professor of Mathematics at the University of Wisconsin–Madison.[3] Walter Rudin BornMay 2, 1921 DiedMay 20, 2010 (aged 89) NationalityAmerican Alma materDuke University (B.A. 1947, Ph.D. 1949) Known forMathematics ...
2020-08-14T06:35:57
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https://mathoverflow.net/questions/65166/spectral-gap-for-random-bipartite-regular-graphs
Spectral gap for random bipartite regular graphs For a graph $G$, let its Laplacian be $\Delta = I - D^{-1/2}AD^{-1/2}$, where $A$ is the adjacency matrix, $I$ is the identity matrix and $D$ is the diagonal matrix with vertex degrees. I'm interested in the spectral gap of $G$, i.e. the first nonzero eigenvalue of $\De...
2021-06-13T17:40:09
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http://mathoverflow.net/questions/88175/regarding-the-surjectivity-of-the-class-numbers?answertab=votes
# Regarding the surjectivity of the class numbers If $K = \mathbb{Q}(\alpha)$ is a number field, where $\alpha$ is algebraic, and $\mathcal{O}_K$ the ring of integers in $K$, then the set of fractional ideals over $\mathcal{O}_K$ forms a group and if we mod out by the set of principal ideals, the resulting group is fi...
2015-08-03T10:49:46
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https://www.physicsforums.com/threads/second-derivative-doesnt-work.67457/
# Second Derivative Doesn't Work! 1. Mar 16, 2005 ### sjaguar13 Starting with y^2-xy=2, then y'=y/(2y-x) y''=(2y-x)y'-y(2y'-1)/(2y-x)^2 substitute y' in: y''=(2y-x)(y/2y-x) - y(2(y/2y-x)-1) the (2y-x) cancels: y''=(y) - y(2y/2y-x)-1) distribute: y'' = y - (2y^2)/(2y-x)-y Somewhere I need y^2-xy so I can replace...
2016-12-05T20:51:03
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http://zntkpoznan.com.pl/bpls/lemniscate-example.php
Search ## Lemniscate example Example sentences with the word lemniscate. lemniscate example sentences. Will do that now. Can someone please give me a detailed esoteric/mystical meaning for the lemniscate/infinity symbol. In mathematics, a lemniscatic elliptic function is an elliptic function related to the arc length...
2019-06-20T21:29:57
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http://www.targetentrance.com/demo/sampledemo/4
1 .   If three squares are chosen on a chess board, the chance that they should be in a diagonal line is #### [ IPUCET 2014] Time Remaining: 5:0
2018-02-20T17:00:22
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https://www.gradesaver.com/textbooks/math/algebra/introductory-algebra-for-college-students-7th-edition/chapter-9-section-9-3-the-quadratic-formula-exercise-set-page-648/37
## Introductory Algebra for College Students (7th Edition) For this problem, we can factor out a $4$ to simplify it: $$4(x^2 - 4) = 0$$ Divide each side by $4$ to simplify the expression: $$x^2 - 4 = 0$$ We see that both the first and second terms are perfect squares, so we see that we can use the difference of two sq...
2019-10-18T10:19:40
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https://tex.stackexchange.com/questions/409786/default-argument-for-newcommand
# Default argument for \newcommand I've create a command to quickly insert derivative operator for my ODE class, but I want to two of the four fields to default to certain values because they will be the most used, but potentially will need to be changed. \newcommand{\dydx}[4]{\frac{d^{#1}{#2}}{d{#3}^{#4}}} I'd lik...
2020-09-25T07:26:19
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https://math.stackexchange.com/questions/3118536/linear-maps-basis-of-domain-and-matrix
Linear Maps, Basis of Domain, and Matrix I come back to study Linear Algebra Done Right from reading How to Prove It, and I am currently on 3.C Matrices. It said: We know that if $$v_1,...,v_n$$ is a basis of $$V$$ and $$T:V \to W$$ is linear, then the values of $$Tv_1,...,Tv_n$$ determine the values of $$T$$ on arb...
2020-01-18T12:20:02
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https://wizardforcel.gitbooks.io/deep-learning-keras-tensorflow/content/4.3%20CIFAR10%20CNN.html
Convolutional Neural Network In this second exercise-notebook we will play with Convolutional Neural Network (CNN). As you should have seen, a CNN is a feed-forward neural network tipically composed of Convolutional, MaxPooling and Dense layers. If the task implemented by the CNN is a classification task, the last D...
2020-01-22T13:26:57
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https://math.stackexchange.com/questions/359605/rudin-dedekind-cuts
# Rudin & Dedekind Cuts I need help with my confusion. Here is a page from Rudin's Principles of Mathematics Analysis where he will be proving the multiplication axioms: My question is what does $\alpha > 0$* mean? Where $0$* was defined to be the set of all negative rationals. I'm not sure how to think of real numb...
2019-08-22T05:45:53
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https://plainmath.net/46783/verify-that-the-function-y-equal-e-3x-is-a-solution-to-the
# Verify that the function y=e^{-3x} is a solution to the Roger Smith 2021-12-18 Answered Verify that the function $y={e}^{-3x}$ is a solution to the differential equation ${d}^{2}\frac{y}{{dx}^{2}}+\frac{dy}{dx}-6y=0$? You can still ask an expert for help ## Want to know more about Laplace transform? • Live experts...
2022-08-13T01:23:12
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http://mathhelpforum.com/pre-calculus/62388-help-pre-calc-hw-questions.html
# Math Help - help with Pre-Calc HW questions 1. ## help with Pre-Calc HW questions 1). True or False. The graph r(x) = (2x-1)/(x+2)(x-1) changes signs at x = -2. Justify your answer. 2). Which of the following is the solution to (1)/(x+2)^2 ≥ 0? a. (-2,∞) b. All x ≠ -2 c. All x ≠ 2 d. All real numbers e. There are ...
2016-05-01T18:15:54
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http://clay6.com/qa/74892/in-the-circuit-given-below-when-the-input-voltage-of-the-base-resistance-is
Comment Share Q) In the circuit given below , when the input voltage of the base resistance is $10\;V,V_{BE}$ is zero. and $V_{CE}$ is also zero. Find the value of $I_b$ $\begin{array}{1 1} 2.5 \mu A \\ 25 \mu A \\ 250 \mu A \\ 0.25\;\mu A \end{array}$ given $V_i= 10\;V$ $V_{BE}=0$ $V_{CE}= 0$ $R_B=400 \;k \Omega= 4...
2019-08-24T00:10:25
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http://fykos.cz/year29/problems/series6
# 6. Series 29. Year ### (2 points)1. It's about what's inside of us In the year 2015, a Nobel prize for Physics was given for an experimental confirmation of the oscillation of neutrinos. You have probably already heard about neutrinos and maybe you know that they interact with matter very weakly so they can pass wi...
2018-01-22T14:12:01
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http://mathoverflow.net/questions/65687/the-pic-0-of-an-abelian-variety
# The $Pic ^ 0$ of an abelian variety dear, I need a precise reference to the fact that the connected component of $Pic (A)$, where $A$ is an abelian variety over a field $k$ consists of the following set $\{L \in Pic (A) : T ^*_x L \cong L \ \textrm{for all} \ x \in X \}$ where $Tx$ is the translation by $x$ In the ...
2016-02-12T01:49:55
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http://xdhq.visitmarzamemi.it/fourier-transform-of-triangular-pulse.html
# Fourier Transform Of Triangular Pulse To do so, you just have to divide the pulse by its norm, i. Signal Transmission Through LTIC Systems. ∆(t), from Problem 3. Fourier Series approach and do another type of spectral decomposition of a signal called a Fourier Transform. The Fourier transform of a gate pulse is: a. ...
2020-01-23T19:59:56
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http://nrich.maths.org/6165&part=
### Epidemic Modelling Use the computer to model an epidemic. Try out public health policies to control the spread of the epidemic, to minimise the number of sick days and deaths. ### bioNRICH bioNRICH is the area of the stemNRICH site devoted to the mathematics underlying the study of the biological sciences, desig...
2014-09-03T02:13:47
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http://www.zentralblatt-math.org/ioport/en/?q=ut:adaptivity%20and%20sparsity
History Please fill in your query. A complete syntax description you will find on the General Help page. Analytic regularity and polynomial approximation of parametric and stochastic elliptic PDE’s. (English) Anal. Appl., Singap. 9, No. 1, 11-47 (2011). This paper deals with simultaneously solving a family of elliptic...
2013-06-19T01:22:48
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https://www.esaral.com/q/show-that-the-function-f-81318/
Show that the function f: Question: Show that the function $f . \mathbf{R} \rightarrow \mathbf{R}$ given by $f(x)=x^{3}$ is injective. Solution: $f: \mathbf{R} \rightarrow \mathbf{R}$ is given as $f(x)=x^{3}$. Suppose $f(x)=f(y)$, where $x, y \in \mathbf{R}$. $\Rightarrow x^{3}=y^{3} \ldots(1)$ Now, we need to sh...
2022-01-21T19:51:14
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https://physics.aps.org/articles/v14/s82
Synopsis # Cold Atoms Go Topological Physics 14, s82 A lattice of highly excited atoms can exhibit a topological phase, a new theoretical study shows. To distinguish a loop of yarn from a single, tangled strand, you have to follow its entire length until you either find an end or arrive back at the beginning. In a s...
2021-07-25T12:51:43
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https://math.stackexchange.com/questions/1224918/show-that-the-metric-space-ca-b-is-complete
# Show that the metric space C[a,b] is complete. [duplicate] Prove that the metric space $C[a,b]$ is complete. Where $C[a,b]$ is the collection of continuous $f:[a,b] → R$ and $||f|| = sup_{x \in [a,b]} |f(x)|$, such that $\rho (f,g) = ||f - g||$ is a metric on $C[a,b]$. attempt in proof: Recall that a metric space...
2019-11-13T19:43:43
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http://stylescoop.net/standard-error/standard-error-of-a-difference-in-proportions.html
Home > Standard Error > Standard Error Of A Difference In Proportions # Standard Error Of A Difference In Proportions Then the difference .74-.66=.08 will have standard error We now state a confidence interval for the difference between two proportions. Each sample includes at least 10 successes and 10 failures. We a...
2017-10-20T03:18:13
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https://www.physicsforums.com/threads/bad-integral.106313/
1. Jan 10, 2006 ### Chen Anyone has any idea how I could go about evaluating this one? $$\int_{-\infty}^{\infty} \frac{A^2}{(x^2+a^2)^2} dx$$ (I have the final answer, I need a method of solution though.) Thanks, Chen 2. Jan 10, 2006 ### TD It's possibe to do it by just finding the antiderivative (it'll clearly...
2017-09-19T22:33:11
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http://gis.stackexchange.com/questions/42998/how-to-get-bounding-box-from-coordinates-latitude-longitude-zoom-level-and-s?answertab=oldest
# How to get bounding box from coordinates (latitude, longitude), zoom level and size (screen)? Is possible to get bounding box from coordinates (latitude, longitude), zoom level and size (screen)? I found only calculating bounding box from tile. I need it, because OpenStreetMap accept only bbox in export mode. I dont...
2015-01-27T14:43:14
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https://www.sanfoundry.com/hash-tables-linear-probing-multiple-choice-questions-answers-mcqs/
# Hash Tables with Linear Probing Multiple Choice Questions and Answers (MCQs) « » This set of Data Structures & Algorithms Multiple Choice Questions & Answers (MCQs) focuses on “Hash Tables with Linear Probing”. 1. Which of the following problems occur due to linear probing? a) Primary collision b) Secondary collis...
2023-03-20T19:18:16
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https://physics.stackexchange.com/questions/206626/bondi-metzner-sachs-bms-related-questions
# Bondi-Metzner-Sachs (BMS) related Question(s) I started studying the BMS group in connection with the set of papers by A. Strominger et al., also related with the supposed solution of the "Black Hole Information Paradox" by S. W. Hawking http://arxiv.org/abs/1509.01147 in which is cited the work of A. Strominger a...
2019-08-23T03:25:29
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https://www.dsprelated.com/freebooks/pasp/Householder_Feedback_Matrix.html
#### Householder Feedback Matrix One choice of lossless feedback matrix for FDNs, especially nice in the case, is a specific Householder reflection proposed by Jot [217]: (4.4) where can be interpreted as the specific vector about which the input vector is reflected in -dimensional space (followed by a sign inversi...
2021-09-27T09:28:40
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http://www.openwetware.org/wiki/Physics307L:People/Frye/BalmerSeries
# Physics307L:People/Frye/BalmerSeries Steve Koch 04:59, 21 December 2010 (EST):Very nice data and spreadsheet. But again missing is a statistical comparison with the accepted values. And any discussion of whether H and D spectra can be distinguished with your instrument and technique. ## Balmer Series This lab was ...
2014-08-02T04:35:19
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http://gorizia-legnami.it/bihm/31-related-rates-homework-answers.html
Starting immediately (after 4 seconds have passed), the distance between cycle and balloon increases by 15 ft in a second. Application of Calculus - Related Rates. 8 out of 10. 63 while Schwartz, 1991, p. This is an optional tagline field. Homework Formatting: When submitting homework you will be required to follow the...
2020-05-26T12:03:01
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http://math.stackexchange.com/questions/252431/upper-bound-for-the-size-of-a-maximal-collection-of-subsets-which-pairwise-hav
# Upper bound for the size of a maximal collection of subsets which, pairwise, have at most one common element Given a finite set $A$ with $n$ elements, what would be a good upper bound for the size of a largest collection $\mathcal{F}$ of subsets of $A$ which satisfy the following condition: Any two elements of $\mat...
2014-12-19T10:31:49
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https://zbmath.org/0621.33008
## An explicit formula for the generalized Bernoulli polynomials.(English)Zbl 0621.33008 The authors prove a new explicit formula for the generalized Bernoulli polynomials. The main result, expressing these polynomials in terms of the Gaussian hypergeometric function, provides an interesting extension of a representat...
2023-03-29T22:27:50
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https://www.shaalaa.com/question-bank-solutions/1-2-1-4-1-8-1-2-n-1-1-2-n-principle-mathematical-induction_53266
# 1 2 + 1 4 + 1 8 + . . . + 1 2 N = 1 − 1 2 N - Mathematics $\frac{1}{2} + \frac{1}{4} + \frac{1}{8} + . . . + \frac{1}{2^n} = 1 - \frac{1}{2^n}$ #### Solution Let P(n) be the given statement. Now, $P(n): \frac{1}{2} + \frac{1}{4} + \frac{1}{8} + . . . + \frac{1}{2^n} = 1 - \frac{1}{2^n}$ $\text{ Step } 1:$ $P(1)...
2021-04-13T05:27:07
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https://www.ideals.illinois.edu/handle/2142/71994
## Files in this item FilesDescriptionFormat application/pdf 9314947.pdf (8MB) (no description provided)PDF ## Description Title: Investigation of Radar Interferometric Techniques With Application to the Atmosphere Author(s): Surucu, Fahri Doctoral Committee Chair(s): Kudeki, Erhan Department / Program: Electrica...
2017-04-26T00:46:52
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http://caswenson.com/2008_02_22_python_gnuplot_gnuplotpy.html
computer science, math, programming and other stuff a blog by Christopher Swenson # Python + gnuplot = gnuplot-py I recently discovered a fairly old (last updated in 2003), but still functional package for Python that provides nifty integration with gnuplot called gnuplot-py. For those of you unfamiliar with gnuplot...
2019-03-26T10:16:32
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https://stats.stackexchange.com/questions/265094/is-it-true-that-bayesian-methods-dont-overfit
# Is it true that Bayesian methods don't overfit? Is it true that Bayesian methods don't overfit? (I saw some papers and tutorials making this claim) For example, if we apply a Gaussian Process to MNIST (handwritten digit classification), but only show it a single sample, will it revert to the prior distribution for ...
2019-06-16T11:21:40
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https://zbmath.org/?q=an:0591.47041
## Real analysis and operator theory.(English)Zbl 0591.47041 Pseudodifferential operators and applications, Proc. Symp., Notre Dame/Indiana 1984, Proc. Symp. Pure Math. 43, 219-235 (1985). [For the entire collection see Zbl 0562.00004.] In his Helsinki adress, A. P. Calderón proposed a systematic study of the third ge...
2022-10-06T23:05:03
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http://mathhelpforum.com/calculus/24485-1st-order-linear-differential-equation-print.html
# 1st order linear differential equation Printable View • Dec 8th 2007, 10:21 PM ^_^Engineer_Adam^_^ 1st order linear differential equation find the general solution $2(2xy+4y - 3)dx + (x+2)^2dy = 0$ • Dec 8th 2007, 11:40 PM kalagota Quote: Originally Posted by ^_^Engineer_Adam^_^ find the general solution $2(2xy+4y...
2016-10-22T02:53:46
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