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The Series Finale of Online Education: Coursera Acquires Udemy

$7.2 billion in combined revenue since 2020. $8 billion in lost market value. This merger marks the end of an era in online education.

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Centre de recherches mathématiques - CRM
Time and Band Limiting for Exceptional Orthogonal Polynomials

Explore time-and-band limiting in exceptional orthogonal polynomials, connecting integral operators, differential equations, and bispectral problems. Uncover links to KdV equations and random matrix theory.
- YouTube
- 57 minutes
- On-Demand
- Free Video
Hausdorff Center for Mathematics
Sharp Fourier Restriction Theory Over Finite Fields

Explore recent developments in sharp Fourier restriction theory over finite fields, examining the intersection of two key areas in mathematical research.
- YouTube
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Hausdorff Center for Mathematics
On the Fourier Weight of F2 Polynomials

Explore Fourier weight of F2 polynomials, focusing on level k and degree d relationships. Gain insights into pseudorandom generators and recent mathematical proofs.
- YouTube
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Erwin Schrödinger International Institute for Mathematics and Physics (ESI)
Uncertainty Principles for Metaplectic Time-Frequency Representations

Delve into uncertainty principles for metaplectic time-frequency representations, exploring Beurling-type and Hardy-type principles and their derivation from short-time Fourier transforms.
- YouTube
- 54 minutes
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Instituto de Matemática Pura e Aplicada
Deformations of Orthogonal Polynomials, Stochastic Growth Models, and Integrable Systems

Explore deformations of orthogonal polynomials and their connections to stochastic growth models and integrable systems in this advanced mathematical analysis presentation.
- YouTube
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Instituto de Matemática Pura e Aplicada
Lemma of Cassels and Montgomery and Irregularities of Distribution on Two Point Homogeneous Spaces

Explore the Lemma of Cassels and Montgomery and irregularities of distribution on two point homogeneous spaces in this advanced mathematical analysis presentation.
- YouTube
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Instituto de Matemática Pura e Aplicada
The Hot Spots Conjecture is False - How False is It?

Explore the Hot Spots conjecture and discover how false it really is through advanced mathematical analysis in this specialized Fourier analysis presentation.
- YouTube
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Hardy Inequalities on Hardy Spaces Revisited

Explore Hardy inequalities on Hardy spaces through advanced mathematical analysis and their revisited applications in Fourier theory.
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Global Hypoellipticity of G-Invariant Operators on Homogeneous Vector Bundles

Explore global hypoellipticity of G-invariant operators on homogeneous vector bundles in this advanced mathematical analysis presentation from IMPA's Fourier Analysis workshop.
- YouTube
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Instituto de Matemática Pura e Aplicada
Energy Minimization Problems in Analysis and Discrete Geometry - Lecture 3

Explore energy minimization problems connecting Fourier analysis with discrete geometry through advanced mathematical techniques and applications.
- YouTube
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Instituto de Matemática Pura e Aplicada
Dimension-Free Fourier Restriction Inequalities

Explore dimension-free Fourier restriction inequalities in this advanced mathematical analysis lecture by Diogo Oliveira e Silva from IST Lisbon at IMPA's workshop.
- YouTube
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Instituto de Matemática Pura e Aplicada
Unique Continuation Properties - From Discrete to Continuous

Explore unique continuation properties bridging discrete and continuous settings through advanced Fourier analysis techniques and mathematical theory.
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Energy Minimization Problems in Analysis and Discrete Geometry - 02

Explore energy minimization problems connecting Fourier analysis with discrete geometry through advanced mathematical techniques and applications.
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Eigenfunctions of the Laplace-Beltrami Operator and Random Points

Explore eigenfunctions of the Laplace-Beltrami operator and their connection to random points in this advanced mathematical analysis presentation from IMPA's Fourier workshop.
- YouTube
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Energy Minimization Problems in Analysis and Discrete Geometry - 01

Explore energy minimization problems connecting Fourier analysis with discrete geometry through advanced mathematical techniques and applications.
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