Search for tag: "derivative"

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42:33 Second- and Higher-Order Anti-Concentration… Second- and Higher-Order Anti-Concentration Inequalities, Comparison Theorems and Bootstrap - Cun-Hui Zhang	Second- and Higher-Order Anti-Concentration Inequalities, Comparison Theorems and Bootstrap - Cun-Hui Zhang Structural Breaks and Shape Constraints Second- and Higher-Order Anti-Concentration Inequalities, Comparison Theorems and Bootstrap Cun-Hui Zhang (Rutgers University) 19 May 2022 icms function distribution condition alpha result theory maximum problem expansion difference gaussian softmax density delta derivative smoothness interpolation comparison power matrix From Iain Cms 0 likes 28 plays 0 Licence Type All rights reserved Language English Date Created May 23rd, 2022
39:17 MARS via LASSO - Aditya Guntuboyina MARS via LASSO - Aditya Guntuboyina	MARS via LASSO - Aditya Guntuboyina Structural Breaks and Shape Constraints MARS via LASSO Aditya Guntuboyina (University of California, Berkeley) 17 May 2022 icms function functions variation derivatives class regression linear mars measure rate complexity dimension cross lasso respect derivative method smoothness constraint estimator From Iain Cms 0 likes 47 plays 0 Licence Type All rights reserved Language English Date Created May 17th, 2022
33:48 Anisotropic, Adaptive Finite Elements for… Anisotropic, Adaptive Finite Elements for Academic and Industrial Problems - Marco Picasso	Anisotropic, Adaptive Finite Elements for Academic and Industrial Problems - Marco Picasso Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Anisotropic, Adaptive Finite Elements for Academic and industrial Problems Marco Picasso (EPFL) 12 May 2022 icms mesh solution error equation estimator term thing derivative scheme interpolation times difference function elements stokes process computation space pressure timestamp From Iain Cms 0 likes 25 plays 0 Licence Type All rights reserved Language English Date Created May 16th, 2022
01:04:23 LAGOON: Leicester Algebra and Geometry Open… LAGOON: Leicester Algebra and Geometry Open ONline - Letterio Gatto, Polytechnic University of Turin	LAGOON: Leicester Algebra and Geometry Open ONline - Letterio Gatto, Polytechnic University of Turin Video captions will be available soon. Letterio Gatto, Polytechnic University of Turin - HiDEAs to work with derivation power algebra wedge series formula bar coefficient expression times sigma degree integration parts inverse derivative schmidt partition minus assessment From Liam Holligan 0 likes 18 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created March 18th, 2021
34:31 UK-APASI in Mathematical Sciences: Chandrasekhar… UK-APASI in Mathematical Sciences: Chandrasekhar Venkataraman	UK-APASI in Mathematical Sciences: Chandrasekhar Venkataraman Subtitles will be visible soon. 15 - 17 March 2021 Mathematical Modelling of Biological Systems. Numerical analysis and High Performance Scientific Computing galerkin methods space solution interval approximation method problem function equations equation linear scheme functions formulation derivative term euler point energy From Liam Holligan 0 likes 7 plays 0 Licence Type All rights reserved Language English Date Created March 16th, 2021
09:39 Partial Differential Equations Lecture 9 - Two… Partial Differential Equations Lecture 9 - Two and three dimensional solvers	Partial Differential Equations Lecture 9 - Two and three dimensional solvers In this lecture we look at operator splitting and the method of fractional steps which can be used to solve 2 and 3D problems with 1D schemes. fractional steps hyperbolic equation partial differential equations solution series sequence operator problems times step operators term taylor equation equations problem lecture steps schemes point diffusion middle derivative From David Ingram 0 likes 163 plays 0 Course Code SCEE09004 Publisher School of Engineering Licence Type Creative Commons - Attribution Language English Date Created February 16th, 2021
19:45 Topic 38: Step and Impulse Functions, and their… Topic 38: Step and Impulse Functions, and their Relationship (SNADA, Chapter 7)	Topic 38: Step and Impulse Functions, and their Relationship (SNADA, Chapter 7) This Topic starts this Chapter on the theoretical glue that is needed to fully understand Nyquist sampling theory, that follows in the next Chapter. Sampling theory requires the understanding of… function impulse step signal epsilon functions delta signals pulse t. gradient infinity analysis minus form sinusoid theory limit derivative times From James Hopgood 1 likes 229 plays 0 Course Code ELEE08021 Licence Type All rights reserved Date Created February 12th, 2021
04:05 Partial Differential Equations, Lecture 7a:… Partial Differential Equations, Lecture 7a: Numerical solution of hyperbolic PDEs.	Partial Differential Equations, Lecture 7a: Numerical solution of hyperbolic PDEs. A lecture introducing numerical methods for hyperbolic PDEs hyperbolic equation partial differential equations numerical methods equation schemes scheme equations space operator series taylor term linear difference delta derivative advection lecture form eviction expansion kind x. From David Ingram 0 likes 218 plays 0 Course Code SCEE09004 Publisher School of Engineering Licence Type Creative Commons - Attribution Language English Date Created February 8th, 2021
14:31 Elliptic PDE Analytical methods Example 1:… Elliptic PDE Analytical methods Example 1: Laplace equation solutions	Elliptic PDE Analytical methods Example 1: Laplace equation solutions The video gives three solutions to the Laplace equation and demonstrates how we can show that these equations are solutions to the Laplace equation. pde3 engineering mathematics example elliptic equation solution laplace respect derivatives minus solutions derivative term numerator differentiation x. conditions slide cases polynomial rule function linear cosine From Daniel Friedrich 0 likes 461 plays 0 Course Code SCEE09004 Publisher Daniel Friedrich Licence Type Creative Commons - Attribution Language English Date Created December 18th, 2020
54:32 Jean-Simon Lemay (University of Oxford): The… Jean-Simon Lemay (University of Oxford): The Theory of Differential Categories	Jean-Simon Lemay (University of Oxford): The Theory of Differential Categories Jean-Simon Lemay (University of Oxford): The Theory of Differential Categories The theory of differential categories uses category theory to study the foundations of differentiation. Differential… yamcats category theory dagger derivative differential reverse linear differentiation function thing categories cross argument questions sum maps axioms a. left vector From Greg McCracken 0 likes 57 plays 0 Licence Type All rights reserved Language English Date Created December 9th, 2020
44:58 Francesco Giglio (University of Glasgow) … Francesco Giglio (University of Glasgow) Title:The KdV equation as an example of integrable PDE.	Francesco Giglio (University of Glasgow) Title:The KdV equation as an example of integrable PDE. LMS Introduction to Integrability Lecture SeriesThis is a lecture course of 5 lectures which gives samples of main types of integrable systems together with techniques for dealing with them.… integrability mathematics equation conservation respect density derivative operator solution law wave problem lambda x. water ktb method laws side waves poisson flux From Greg McCracken 0 likes 115 plays 0 Licence Type All rights reserved Date Created November 12th, 2020
48:59 Jean-Simon Lemay Cartesian differential… Jean-Simon Lemay Cartesian differential categories.	Jean-Simon Lemay Cartesian differential categories. This lecture series ‘category theory and its applications’ is linked to the LMS funded Yorshire and Midlands Category Seminar (YaMCATS) network.This lecture series consists of two topics… category yamcats differential categories maps derivative questions function cartesian linear examples restriction argument functions derivatives respect polynomials term sum projection definition From Greg McCracken 0 likes 27 plays 0 Licence Type All rights reserved Language English Date Created November 11th, 2020
23:17 Topic 46: Cramer-Rao Lower Bound (PETARS, Chapter… Topic 46: Cramer-Rao Lower Bound (PETARS, Chapter 6)	Topic 46: Cramer-Rao Lower Bound (PETARS, Chapter 6) In this video, the question of finding the lower bound on the performance of all estimators for a particular probabilistic problem, as a benchmark with which to compare the performance of a given… pgee11164 estimator variance function likelihood expectation kramer times log term estimators a. expression derivative summation respect form sigma variables parameter minus From James Hopgood 0 likes 419 plays 0 Course Code PGEE11164 Licence Type All rights reserved Date Created October 23rd, 2020
52:08 LMS Introduction to Integrability Lecture Series:… LMS Introduction to Integrability Lecture Series: Tamas Gorbe 'Classical integrability for finite-dimensional Hamiltonian systems.'	LMS Introduction to Integrability Lecture Series: Tamas Gorbe 'Classical integrability for finite-dimensional Hamiltonian systems.' Thursday 22 October Speaker: Tamás Görbe, (University of Leeds)Title: Classical integrability for finite-dimensional Hamiltonian systems. lms integrability poisson bracket point quantities function momentum space equations derivative functions vector times systems motion respect energy linear hamiltonian quantity phase From Greg McCracken 0 likes 303 plays 0 Licence Type All rights reserved Language English Date Created October 22nd, 2020
16:25 Fourier series Week 2 Part 1: Even and odd… Fourier series Week 2 Part 1: Even and odd functions	Fourier series Week 2 Part 1: Even and odd functions This video discusses even and odd functions and how this can be used to simplify the calculation of the Fourier series coefficients. em2a engineering mathematics fourier series lecture function series functions cosine minus convergence sine times t. coefficients fourier derivative integration symmetry amount calculations solution point naught l. From Daniel Friedrich 0 likes 1,087 plays 0 Course Code SCEE08009 Publisher Daniel Friedrich Licence Type Creative Commons - Attribution Language English Date Created October 17th, 2020
23:20 Topic 25: Characteristic, Moment, Probability,… Topic 25: Characteristic, Moment, Probability, and Cumulant Generating Functions (PETARS, Chapter 4)	Topic 25: Characteristic, Moment, Probability, and Cumulant Generating Functions (PETARS, Chapter 4) To readers familiar with Signal and System analysis in Engineering, it will be second nature to apply the Fourier and Laplace transforms as a powerful tool for mapping functions from one domain… pgee11164 function moment probability expression transform minus times fourier functions domain variables signals respect moments derivative laplace analysis expectation frequency signal From James Hopgood 0 likes 471 plays 2 Course Code PGEE11164 Licence Type All rights reserved Date Created September 30th, 2020

Search for tag: "derivative"

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