Jean-Morlet Chair 2020 - Workshop: Discrepancy Theory and Applications - Part 1 / Chaire Jean-Morlet 2020 - Workshop : Théorie de la discrépance et applications - Part 1

Collection Jean-Morlet Chair 2020 - Workshop: Discrepancy Theory and Applications - Part 1 / Chaire Jean-Morlet 2020 - Workshop : Théorie de la discrépance et applications - Part 1

Appears in collection : Jean Morlet Chair - 2020 - Sem 2 - Tichy - Rivat

Organizer(s) Madritsch, Manfred ; Rivat, Joël ; Tichy, Robert
Date(s) 30/11/2020 - 01/12/2020
linked URL https://www.cirm-math.com/2257virtual.html

All the collection videos (9)

56:08

published on November 30, 2020

Pick's theorem and Riemann sums: a Fourier analytic tale

By Giancarlo Travaglini

58:50

published on November 30, 2020

On the interplay between uniform distribution, discrepancy, and energy minimization

By Dmitriy Bilyk

59:52

published on November 30, 2020

Billiard orbits and geodesics in non-integrable flat dynamical systems (part 2)

By William Chen

16:23

published on November 30, 2020

On two different topics in discrepancy theory: From the discrepancy of stratified samples to greedy energy minimization (part 1)

By Florian Pausinger

46:32

published on November 30, 2020

Feynman Checkers: Number theory methods in quantum theory

By Mikhail Skopenkov , Alexey Ustinov

25:45

published on November 30, 2020

Discrepancy of stratified samples from partitions of the unit cube (part 2)

By Florian Pausinger

55:19

published on November 30, 2020

Billiard orbits and geodesics in non-integrable flat dynamical systems (part 1)

By William Chen

17:42

published on November 30, 2020

Greedy energy minimization and the van der Corput sequence (part 3)

By Florian Pausinger

57:51

published on November 30, 2020

Local and global statistics for point sequences

By Christoph Aistleitner

Mathematics
and Interactions

Arithmetic Geometry – A Conference in Honor of Hélène Esnault on the Occasion of Her 70th Birthday

Multidimensional symbolic dynamics and lattice models of quasicrystals / Dynamique symbolique multidimensionnelle et modèles de quasi-cristaux sur réseau

Not Only Scalar Curvature Seminar

Clément Delcamp : Topological Symmetry and Duality in Quantum Lattice Models

Collection Jean-Morlet Chair 2020 - Workshop: Discrepancy Theory and Applications - Part 1 / Chaire Jean-Morlet 2020 - Workshop : Théorie de la discrépance et applications - Part 1

Pick's theorem and Riemann sums: a Fourier analytic tale

On the interplay between uniform distribution, discrepancy, and energy minimization

Billiard orbits and geodesics in non-integrable flat dynamical systems (part 2)

On two different topics in discrepancy theory: From the discrepancy of stratified samples to greedy energy minimization (part 1)

Feynman Checkers: Number theory methods in quantum theory

Discrepancy of stratified samples from partitions of the unit cube (part 2)

Billiard orbits and geodesics in non-integrable flat dynamical systems (part 1)

Greedy energy minimization and the van der Corput sequence (part 3)

Local and global statistics for point sequences

Metallic mean Wang tiles

Phase transitions on one-dimensional symbolic systems

Topological aspects of discrete spectrum

Topological aspects of discrete spectrum

Phase transitions on one-dimensional symbolic systems

Metallic mean Wang tiles

Symmetries in symbolic dynamics

Approximating entropy/pressure for multidimensional shifts of finite type