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A hierarchy of propositional proof systems -… duration 28 minutes 1 second A hierarchy of propositional proof systems -… A hierarchy of propositional proof systems - Pavel Pudlak	A hierarchy of propositional proof systems - Pavel Pudlak Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation A hierarchy of propositional proof systems by Pavel Pudlak, Institute of Mathematics, CAS icms proof conjecture theory systems formula consistency theories proofs resolution computation question sequence size operator jump fact process supremum solution p. From Iain Cms 0 likes 15 plays 0 Licence Type All rights reserved Date Created July 8th, 2022
Zane Li - A decoupling interpretation of an old… duration 34 minutes 7 seconds Zane Li - A decoupling interpretation of an old… Zane Li - A decoupling interpretation of an old argument for Vinogradov's Mean Value Theorem	Zane Li - A decoupling interpretation of an old argument for Vinogradov's Mean Value Theorem A Young Researchers Symposium in Harmonic Analysis Zane Li, Indiana University Bloomington 23 June 2022 icms delta mod solutions moment box intervals curve p. variables side solution theorem guy size argument decoupling k. iteration sum term From Iain Cms 0 likes 54 plays 0 Licence Type All rights reserved Date Created June 23rd, 2022
On the range avoidance problem for circuits -… duration 28 minutes 1 second On the range avoidance problem for circuits -… On the range avoidance problem for circuits - Hanlin Ren	On the range avoidance problem for circuits - Hanlin Ren Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation On the range avoidance problem for circuits University of Oxford Hanlin Ren icms complexity problem proof generator output string algorithm input katie p. length circuit algorithms sense programme talk hypothesis stretch capacity inputs From Iain Cms 0 likes 33 plays 0 Licence Type All rights reserved Date Created July 5th, 2022
The structure of translational tilings - Terence… duration 41 minutes 25 seconds The structure of translational tilings - Terence… The structure of translational tilings - Terence Tao	The structure of translational tilings - Terence Tao Fourier Analysis @200 The structure of translational tilings Terence Tao, University of California, Los Angeles icms tiling tiles equation tile space question dimensions tilings problem conjecture questions direction functions tau language lattice p. period equations subset From Iain Cms 0 likes 82 plays 0 Licence Type All rights reserved Date Created June 29th, 2022
John Ball duration 26 minutes 21 seconds John Ball John Ball	John Ball Oliver Penrose - a symposium in celebration of his work and achievements In honour of Professor Oliver Penrose, this symposium will celebrate his honourary degree, awarded by Heriot-Watt University,… icms honourary degree penrose sigma infinity equation roots mu function equilibrium values combination epsilon convex linear t. point solution fact dx p. viscoelasticity minutes From Sarah Black 0 likes 46 plays 0 Licence Type All rights reserved Date Created December 7th, 2021
Multivariate Extremes: Callum Barltrop duration 14 minutes 38 seconds Multivariate Extremes: Callum Barltrop Multivariate Extremes: Callum Barltrop	Multivariate Extremes: Callum Barltrop This talk has been automatically captioned. You can remove these by pressing CC on the video toolbar. Name: Callum Barltrop Talk Title: Novel diagnostic and uncertainty characterisation tools… eva curve probability uncertainty model point curves kind points return regions estimates risk event approach gradients problem bit models p. dependence From Belle Taylor 0 likes 47 plays 0 Publisher Centre for Statistics Licence Type All rights reserved Language English Date Created June 29th, 2021
CL - 12d - Counting duration 7 minutes 0 seconds CL - 12d - Counting CL - 12d - Counting	CL - 12d - Counting In this video we look at more complicated patterns of implications, and introduce a method for counting the satisfying valuations. inf1a introduction to computation informatics 1 computation and logic ways lines side arrow arrows rule literals valuation region times bottom diagram problem p. examples block cases counting amino hint From Haoran Peng 0 likes 313 plays 0 Course Code INFR08025 Licence Type All rights reserved The University of Edinburgh Language English
CL - 7a - Mary Loves Everybody duration 6 minutes 11 seconds CL - 7a - Mary Loves Everybody CL - 7a - Mary Loves Everybody	CL - 7a - Mary Loves Everybody In this video we introduce the interpretation of statements such as, "Mary loves Everybody". We use sections in Haskell to help us do this. inf1a computation and logic informatics 1 quantifiers mary things body person function mark haskell predicates loves triangle weeks sections thing x. brackets language boolean axis property p. From Haoran Peng 0 likes 495 plays 0 Course Code INFR08025 Licence Type All rights reserved The University of Edinburgh Language English
CL - Lecture 4.i - Reduction 1 duration 4 minutes 4 seconds CL - Lecture 4.i - Reduction 1 CL - Lecture 4.i - Reduction 1	CL - Lecture 4.i - Reduction 1 We use the rules to reduce a sequent to a conjunction of simpler sequents. In this example we find that the expression asserted by the sequent is a tautology — it is equivalent to the empty… inf1a introduction to computation informatics 1 computation and logic logic thing rule universe expression delta p. 4x hand connectives left piece end connective comma things brackets statement rules o. row From Claudia-Elena Chirita 0 likes 398 plays 0 Course Code INFR08025 Licence Type All rights reserved The University of Edinburgh Language English
CL - Lecture 3j - Aristotle's Syllogisms duration 3 minutes 22 seconds CL - Lecture 3j - Aristotle's Syllogisms CL - Lecture 3j - Aristotle's Syllogisms	CL - Lecture 3j - Aristotle's Syllogisms We describe the traditional presentation of the syllogisms, and introduce Aristotle's existential assumption, on the basis of which he derives nine more syllogisms. These are not sound in our… inf1a introduction to computation informatics 1 computation and logic syllogism existential assumption rules logic aristotle assumption rule things srp conclusion p. bottom summary negations predicates syllogisms geeks fats pen srs proof fs From Haoran Peng 0 likes 460 plays 0 Course Code INFR08025 Licence Type All rights reserved The University of Edinburgh Language English
Locally analytic representations of p-adic groups… duration 58 minutes 32 seconds Locally analytic representations of p-adic groups… Locally analytic representations of p-adic groups - Nicolas Dupre	Locally analytic representations of p-adic groups - Nicolas Dupre LMS Autumn Algebra school Locally analytic representations of p-adic groups Nicolas Dupre 5 October 2020 An automated programme is used to generate the subtitles on this talk. You can remove the… algebra representations things thing representation groups field series definition vector space fact kind functions power p. function qp sense piano character From GILLIAN KERR 0 likes 57 plays 0 Licence Type All rights reserved Language english Date Created October 5th, 2020
OpenRefine demo: a tool to clean up and enrich… duration 19 minutes 53 seconds OpenRefine demo: a tool to clean up and enrich… OpenRefine demo: a tool to clean up and enrich datasets - Arthur P Smith at WikidataCon 2017	OpenRefine demo: a tool to clean up and enrich datasets - Arthur P Smith at WikidataCon 2017 OpenRefine demo: a tool to clean up and enrich datasets - Arthur P Smith at WikidataCon 2017 Recorded by Chaos Computer Club at Tagesspiegel, Berlin on Saturday 28 October 2017. Original source:… openrefine arthur p smith wikidatacon wikidata berlin From Ewan McAndrew 0 likes 76 plays 0 Publisher Chaos Computer Club Licence Type Creative Commons - Attribution Share A Like Language English Date Created October 28th, 2017
How many Gaussians in the GMM duration 7 minutes 59 seconds How many Gaussians in the GMM How many Gaussians in the GMM	How many Gaussians in the GMM How many Gaussians in the GMM iaml mixture-models model likelihood gaussians components mixture parameters point gaussian points complexity numbers training quantity space means p. razor occam ways variance From Nigel Goddard 0 likes 2,757 plays 0 Licence Type Creative Commons - Attribution