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47:31 BMC BAMC 2021 Jon Keating BMC BAMC 2021 Jon Keating	BMC BAMC 2021 Jon Keating 6-9 April 2021, BMC BAMC 2021 This was a BMC morning talk by Jon Keating (University of Oxford) Titled: Random Matrix Theory This recording is subtitled. If you wish to remove the captions, click… bmc bamc 2021 keating random matrix theory matrix matrix theory mathematics icms polynomials moments matrices formula function functions theory points equations integer solutions systems asymptotics determinant variables odes partition measure polynomial From Sophia Martin on April 20th, 2021 0 likes 21 plays 0 Licence Type All rights reserved Language English Date Created April 8th, 2021
54:18 About some notions of polyconvexity - Anja… About some notions of polyconvexity - Anja Schlomerkemper	About some notions of polyconvexity - Anja Schlomerkemper Continuum Mechanics Seminar Series Anja Schlomerkemper, University of Wuerzburg About some notions of polyconvexity 19 February 2021 To remove the captions from this video press CC on the bottom… mathematics convex function gradient convexity epsilon functions determinant matrix energy symmetric characterization notion dimensions cofactor setting matrices density deformation polio fact From GILLIAN KERR on February 19th, 2021 0 likes 19 plays 0 Licence Type All rights reserved Language english Date Created February 19th, 2021
57:29 February 17 2021 Jose Simental Braid varieties… February 17 2021 Jose Simental Braid varieties and Algebraic weaves	February 17 2021 Jose Simental Braid varieties and Algebraic weaves An automated programme has been used to generate the subtitles on this talk. icms repnet matrix variety beta varieties times matrices word delta point brain dimension length thing flag c1 variables waves vertex bit left From OLLIE Quinn on February 18th, 2021 0 likes 28 plays 0 Course Code ICMS Publisher ICMS Licence Type All rights reserved Language English Date Created February 18th, 2021
01:04:43 On the joint moments of characteristic… On the joint moments of characteristic polynomials of random unitary matrices - Theo Assiotis	On the joint moments of characteristic polynomials of random unitary matrices - Theo Assiotis VISS online seminar series On the joint moments of characteristic polynomials of random unitary matrices Theo Assiotis (Edinburgh) 10 February 2021 An automated programme is used to generate the… mathematics function expression moments integer measure matrix formula measures moment variable matrices probability parameters functions conjecture age point variables thing zeros From GILLIAN KERR on February 10th, 2021 0 likes 20 plays 0 Licence Type All rights reserved Language english Date Created February 10th, 2021
56:47 LAGOON: Leicester Algebra and Geometry Open… LAGOON: Leicester Algebra and Geometry Open ONline - Dan Kaplan (Birmingham, UK)	LAGOON: Leicester Algebra and Geometry Open ONline - Dan Kaplan (Birmingham, UK) Subtitles are added using an automatic system, these are currently being edited. To turn subtitles off, click "CC", "turn off". 28 January 2021 Dan Kaplan (Birmingham, UK):… icms lagoon algebra kind property relation pre representations star space vertex quiver representation path point problem relations inverse thing matrices bit resolution From Liam Holligan on January 28th, 2021 0 likes 104 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created January 28th, 2021
18:15 REF2020: Anurag Tripathi- Multiparton webs beyond… REF2020: Anurag Tripathi- Multiparton webs beyond three loops	REF2020: Anurag Tripathi- Multiparton webs beyond three loops REF2020: Anurag Tripathi- Multiparton webs beyond three loops higgs centre ref2020 diagrams wilson matrix rule colour sum diagram loops factors lines origin column matrices correlator webs factor vector row gluons exponent From Lyndsey Ballantyne on December 11th, 2020 0 likes 20 plays 0 Licence Type All rights reserved The University of Edinburgh Date Created December 7th, 2020
56:45 December 09 Xuhua He Total positivity and its… December 09 Xuhua He Total positivity and its generalization	December 09 Xuhua He Total positivity and its generalization An automated programme has been used to generate the subtitles on this talk. icms repnet field definition element flag semi monoid minus sales point k. sense class theory choice conditions basis question matrices change base From OLLIE Quinn on December 9th, 2020 0 likes 42 plays 0 Course Code ICMS Publisher ICMS Licence Type All rights reserved Language English Date Created December 9th, 2020
01:02:27 Oleg Chalykh (Leeds) Title: Twisted Ruijsenaars… Oleg Chalykh (Leeds) Title: Twisted Ruijsenaars model	Oleg Chalykh (Leeds) Title: Twisted Ruijsenaars model Oleg Chalykh (Leeds)Title: Twisted Ruijsenaars modelThe quantum Ruijsenaars model is a q-analogue of the Calogero—Moser model, described by n commuting partial difference operators (quantum… integrability integrable days integrable systems space function storey variables theory result moment mcdonald kind functions psi matrices hamiltonian polynomials combination systems expression parameter shift difference From OLLIE Quinn on December 3rd, 2020 0 likes 26 plays 0 Licence Type All rights reserved Language English Date Created November 28th, 2020
58:46 South East Mathematical Physics Seminars: Vidas… South East Mathematical Physics Seminars: Vidas Regelskis	South East Mathematical Physics Seminars: Vidas Regelskis Subtitles will be available soon. Vidas Regelskis How does algebraic Bethe ansatz work for orthogonal and symplectic spin chains? icms matrix beta vector gln representations spin operator operators matrices bit yangon vectors space transfer chains creation spaces equations chain son From DIANE HORBERRY on November 20th, 2020 0 likes 32 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created November 10th, 2020
08:05 CL - 11a - Expressions CL - 11a - Expressions	CL - 11a - Expressions This video introduces the idea that expressions are things we can study.We look first at evaluating algebraic expressions by substituting values for variables, and then do the same for Boolean… inf1a introduction to computation informatics 1 computation and logic times algebra end variables operations matrices things predicates pattern booleans wolf variable integers expressions diagram tutorial bottom kinds woofs functions From Haoran Peng on November 12th, 2020 0 likes 298 plays 0 Course Code INFR08025 Licence Type All rights reserved The University of Edinburgh Language English
06:35 MLP Lecture 07 - Clip 06 - Multiple Feature Maps MLP Lecture 07 - Clip 06 - Multiple Feature Maps	MLP Lecture 07 - Clip 06 - Multiple Feature Maps Machine Learning Practical (MLP) Lecture 07, Clip 06 / 09. machine learning deep learning times feature maps channels input image kernel size units kernels channel output matrices parameters 3-dimensions dimension dimensionality connections bias capital From Pavlos Andreadis on November 2nd, 2020 1 likes 184 plays 0 Course Code INFR11132 Licence Type All rights reserved Language English
53:15 Orthogonal Polynomials and Random Matrices -… Orthogonal Polynomials and Random Matrices - Walter Van Assche	Orthogonal Polynomials and Random Matrices - Walter Van Assche VISS online seminar series Orthogonal Polynomials and Random Matrices Walter Van Assche (KU Leuven) 28 October 2020 An automated programme is used to generate the subtitles on this talk. You can… mathematics polynomials matrix polynomial kernel density determinant function eigenvalues matrices elements point degree row sum minus power n. orthogonality conditions process From GILLIAN KERR on October 28th, 2020 0 likes 37 plays 0 Licence Type All rights reserved Language english Date Created October 28th, 2020
06:32 MLP Lecture 06 - Clip 01 - Vanishing &… MLP Lecture 06 - Clip 01 - Vanishing & Exploding Gradients	MLP Lecture 06 - Clip 01 - Vanishing & Exploding Gradients Machine Learning Practical (MLP) Lecture 06, Clip 01 / 05. machine learning deep learning weights gradients times output problem network backpropagation gradient matrix activation transformation affine units problems week zeros matrices transformations function networks From Pavlos Andreadis on October 24th, 2020 1 likes 219 plays 0 Course Code INFR11132 Licence Type All rights reserved Language English
17:13 Topic 36: Further Statistical Descriptors… Topic 36: Further Statistical Descriptors (PETARS, Chapter 5)	Topic 36: Further Statistical Descriptors (PETARS, Chapter 5) This video builds on the Statistical Descriptors introduced in Topic 35 by discussing the covariance matrix, the correlation coefficient, and then the cross-correlation and cross-covariance… pgee11164 correlation covariance matrix autocorrelation term variables vector times vectors means elements similarity matrices cross output coefficient input transpose mu expectation From James Hopgood on October 14th, 2020 0 likes 95 plays 0 Course Code PGEE11164 Licence Type All rights reserved Date Created October 12th, 2020
41:29 South East Mathematical Physics Seminars:… South East Mathematical Physics Seminars: Theodoros Kouloukas (Lecture 2)	South East Mathematical Physics Seminars: Theodoros Kouloukas (Lecture 2) An automated programme is used to generate the subtitles on this talk. You can remove the subtitles by pressing CC on the bottom toolbar. Theodoros Kouloukas Poisson structures and discrete… icms southeast mathematicalphysics equation poisson matrix equations bracket form variables factorization values respect integrals matrices structure person maps function leaves transfer legs problem From Liam Holligan on October 13th, 2020 0 likes 54 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created October 13th, 2020
15:51 Topic 35: Properties of Correlation Matrices… Topic 35: Properties of Correlation Matrices (PETARS, Chapter 5)	Topic 35: Properties of Correlation Matrices (PETARS, Chapter 5) This video considers the properties of valid correlation matrix, including the Hermitian property, positive semi-definiteness, and positive real-valued leading diagonal. This video proves these… pgee11164 beta matrix alpha correlation times term vector matrices variables transpose moment result semi properties square approach a. definition property values From James Hopgood on October 13th, 2020 0 likes 77 plays 0 Course Code PGEE11164 Licence Type All rights reserved Date Created October 12th, 2020

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