1:25:11A glimpse into applications of ultrafilters, Vitaly Bergelson, 2/4
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A 85-minute video from ICMU: “A glimpse into applications of ultrafilters, Vitaly Bergelson, 2/4”.
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1:25:11
1:24:07An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 4/4
A 84-minute video from ICMU: “An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 4/4”.
1:08:41An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 1/4
Intro
A 69-minute video from ICMU: “An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 1/4”.
1:07:27An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 2/4
Intro
A 67-minute video from ICMU: “An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 2/4”.
1:05:12An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 3/4
Intro
A 65-minute video from ICMU: “An introduction to spatial modeling and inference with Gaussian processes. O.Chkrebtii. Lecture 3/4”.
1:05:31An update on hypergeometric motives, Fernando Rodriguez Villegas.
A 66-minute video from ICMU: “An update on hypergeometric motives, Fernando Rodriguez Villegas.”.
58:13Dense sphere packings in high dimensions, Maryna Viazovska, 2/4.
Advanced
A 58-minute video from ICMU: “Dense sphere packings in high dimensions, Maryna Viazovska, 2/4.”.
1:05:40Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 1/6
Advanced
A 66-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 1/6”.
1:01:50Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 2/6
A 62-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 2/6”.
1:02:23Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 3/6
Advanced
A 62-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 3/6”.
56:05Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 4/6
A 56-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 4/6”.
1:04:34Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 5/6
A 65-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers, Bill Mance 5/6”.
1:05:39Descriptive set theoretic applications to the theory of normal numbers. Lecture 6 BM, Bill Mance 6/6
Advanced
A 66-minute video from ICMU: “Descriptive set theoretic applications to the theory of normal numbers. Lecture 6 BM, Bill Mance 6/6”.
46:40Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 1/3.
Advanced
A 47-minute video from ICMU: “Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 1/3.”.
53:00Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 2/3.
Advanced
A 53-minute video from ICMU: “Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 2/3.”.
1:03:13Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 3/3.
Advanced
A 63-minute video from ICMU: “Eigenvalue distribution of sample covariance matrices, Leonid Pastur, 3/3.”.
57:18Explicit examples of dense sphere packings: searching for hay in a haystack, Maryna Viazovska, 3/4.
A 57-minute video from ICMU: “Explicit examples of dense sphere packings: searching for hay in a haystack, Maryna Viazovska, 3/4.”.
1:03:10Fourier interpolation from nontrivial zeros of the Riemann zeta function, Danylo Radchenko
Advanced
A 63-minute video from ICMU: “Fourier interpolation from nontrivial zeros of the Riemann zeta function, Danylo Radchenko”.
1:01:46Fourier uncertainty and uniqueness II, Mikhail Sodin
A 62-minute video from ICMU: “Fourier uncertainty and uniqueness II, Mikhail Sodin”.
1:00:58Fourier uncertainty and uniqueness III, Mikhail Sodin
A 61-minute video from ICMU: “Fourier uncertainty and uniqueness III, Mikhail Sodin”.
1:09:31Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 1/3
Advanced
A 70-minute video from ICMU: “Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 1/3”.
1:00:09Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 2/3
A 60-minute video from ICMU: “Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 2/3”.
57:58Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 3/3
A 58-minute video from ICMU: “Functional isoperimetric type inequalities and high dimensional phenomena, Galyna Livshyts 3/3”.
1:02:28Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 2
Advanced
A 62-minute video from ICMU: “Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 2”.
1:04:17Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 1
Advanced
A 64-minute video from ICMU: “Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 1”.
56:57Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 3
A 57-minute video from ICMU: “Geometric discrepancy theory. Dmytro Bilyk (University of Minnesota). Lecture 3”.
1:08:37Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 3/6
Advanced
A 69-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 3/6”.
1:10:20Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Introduction.
Advanced
A 70-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Introduction.”.
1:07:18Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 1/6
Advanced
A 67-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 1/6”.
1:21:13Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 2/6
Advanced
A 81-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 2/6”.
1:21:46Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 5/6
Advanced
A 82-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 5/6”.
1:39:16Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 6/6
Advanced
A 99-minute video from ICMU: “Holomorphic Dynamics and Root Finding. Dierk Schleicher (Aix-Marseille University). Lecture 6/6”.
59:40How Groups Grow and Double, Rostislav Grigorchuk
A 60-minute video from ICMU: “How Groups Grow and Double, Rostislav Grigorchuk”.
1:08:00Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 1/4
Intro
A 68-minute video from ICMU: “Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 1/4”.
1:00:46Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 2/4
Intro
A 61-minute video from ICMU: “Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 2/4”.
1:03:54Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 3/4
Intro
A 64-minute video from ICMU: “Introduction to Bayesian Statistics with Applications, Volodymyr Minin (UC Irvine). 3/4”.