Thomas Seiller: A geometric theory of algorithms

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Recorded during the meeting "Logic and transdisciplinarity" the February 11, 2022 by the Centre International de Rencontres Mathématiques (Marseille, France)
Filmmaker: Guillaume Hennenfent

  1. Centre International de Rencontres Mathématiques
  2. Cirm
  3. CNRS
  4. SMF
  5. Mathematics
  6. mathématiques
Рекомендации по теме
Thomas Seiller: A 0:49:43

Thomas Seiller: A geometric theory of algorithms

[GCT2022] T. R. 1:07:29

[GCT2022] T. R. Ramadas -- Geometric Invariant Theory I

[GCT2022] T. R. 1:15:07

[GCT2022] T. R. Ramadas -- Geometric Invariant Theory II

[GCT2022] T. R. 1:02:18

[GCT2022] T. R. Ramadas -- Geometric Invariant Theory III

Thomas Seiller -- 1:02:50

Thomas Seiller -- Invariants for group actions, logic and complexity

[GCT2022] Jesko Hüttenhain 1:18:07

[GCT2022] Jesko Hüttenhain -- Orbit closures in GCT, techniques from projective geometry

[GCT2022] Christian Ikenmeyer 1:19:24

[GCT2022] Christian Ikenmeyer -- GCT - an overview.

[GCT2022] Krishna Hanumanthu 1:19:38

[GCT2022] Krishna Hanumanthu - Basics of Algebraic Geometry II

[GCT2022] Christian Ikenmeyer 1:08:42

[GCT2022] Christian Ikenmeyer - Implementing GCT: On the separation of orbit closures via symmetries

[GCT2022] Krishna Hanumanthu 1:14:18

[GCT2022] Krishna Hanumanthu - Basics of Algebraic Geometry

[GCT2022] Joshua Grochow 1:19:26

[GCT2022] Joshua Grochow -- On GCT, part 2: characterization by symmetries, natural proofs, P vs NP

[GCT2022] Peter Bürgisser 1:21:31

[GCT2022] Peter Bürgisser -- GCT: no occurrence obstructions for determinant vs permanent

[GCT2022] Komaranapuram N 1:22:00

[GCT2022] Komaranapuram N Raghavan - Stabilizers, Affine orbits, Homogenous spaces

Milind Sohoni -- 0:55:41

Milind Sohoni -- Lie algebra methods for projective limits of stable points

[GCT2022] Greta Panova 1:19:24

[GCT2022] Greta Panova -- Kronecker and plethysm coefficients in GCT

[GCT2022] Komaranapuram N 1:19:16

[GCT2022] Komaranapuram N Raghavan - Actions on varieties, representations, Chevalley's theorem

[GCT2022] Luke Oeding 1:30:54

[GCT2022] Luke Oeding - Coordinate rings and GLn representations 1/2

[GCT2022] Bharat Adsul 1:08:26

[GCT2022] Bharat Adsul - Affine vs projective orbit closures, Lie algebras actions and constructions

[GCT2022] Joshua Grochow 1:23:02

[GCT2022] Joshua Grochow -- On GCT, part 1: representations in coordinate rings, partial stability

[GCT2022] Srikanth Srinivasan 1:26:56

[GCT2022] Srikanth Srinivasan - Algebraic complexity: an introduction

Visu Makam -- 1:04:57

Visu Makam -- How to prove orbits are closed?

[GCT2022] Rafael Oliveira 1:34:53

[GCT2022] Rafael Oliveira -- Non-commutative PIT, Operator Scaling

[GCT2022] Sebastien Tavenas 1:41:18

[GCT2022] Sebastien Tavenas -- Algebraic complexity: structural results

[GCT2022] Avi Wigderson 1:22:10

[GCT2022] Avi Wigderson - Permanent and Determinant: non-identical twins