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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.

Dhawal Shah Feb 11, 2026

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Numerical Analysis

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Institute for Pure & Applied Mathematics (IPAM)
Recovering Small Molecular Structures Using Cryo-EM - IPAM at UCLA

Explores innovative computational frameworks for recovering small molecular structures using cryo-EM, challenging conventional limitations and bypassing particle picking for enhanced structural determination.
- YouTube
- 53 minutes
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- Free Video
ICTP Mathematics
Standard and Less Standard Asymptotic Methods - Lecture 8

Explore advanced asymptotic methods for evaluating infinite sums and recognizing sequence patterns. Learn techniques like Euler-Maclaurin formula and less standard approaches with practical examples.
- YouTube
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Banach Center
Improvement of Newton's Method

Explore advanced techniques to enhance Newton's Method, focusing on optimization and convergence strategies for solving nonlinear equations efficiently.
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BIMSA
Maxwell Eigensolvers with Overlapping Schwarz Methods - ICBS 2024

Explore advanced overlapping Schwarz methods for Maxwell eigensolvers, including improved condition number bounds and a novel two-level preconditioned Helmholtz subspace iterative method for edge element approximations.
- YouTube
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BIMSA
Bridging the Hybrid High-Order and Hybridizable Discontinuous Galerkin Methods

Explore the connection between hybrid high-order and hybridizable discontinuous Galerkin methods for diffusion problems, unveiling new efficient approaches and optimal convergence.
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BIMSA
Bridging the Hybrid High-Order and Hybridizable Discontinuous Galerkin Methods

Explore the connection between hybrid high-order and hybridizable discontinuous Galerkin methods for diffusion problems, unveiling new efficient approaches and optimal convergence.
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Wolfram
New Algorithms: Numerical Solution of Large Systems of Nonlinear Equations Using Monodromy

Explore a novel algorithm using monodromy to solve large systems of analytic nonlinear equations, developed during a Wolfram internship.
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Isaac Newton Institute for Mathematical Sciences
From Quantum Entanglement to Future Data-Driven Engineering - Rothschild Lecture

Explore high-dimensional Bayesian statistics in engineering, focusing on efficient data-physical model integration and uncertainty quantification. Learn about multilevel MCMC and measure-transport approaches.
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Hausdorff Center for Mathematics
Numerical Multiscale Methods for Nonlinear and Randomly Perturbed Problems

Explore efficient numerical methods for complex multiscale problems, including nonlinear systems and random perturbations, using Localized Orthogonal Decomposition techniques.
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Hausdorff Center for Mathematics
On the Completeness of Interpolation Algorithms

Explore mathematical interpolation algorithms, their completeness, and applications in computational mathematics with insights from recent research publications.
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Erwin Schrödinger International Institute for Mathematics and Physics (ESI)
Fully Discrete Approximation Schemes for Rate-Independent Crack Propagation

Explore convergence analysis of space-time discrete approximation schemes for rate-independent crack propagation in brittle elastic bodies, focusing on Griffith fracture criterion and local energy minimizers.
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Centre International de Rencontres Mathématiques
Numerical Quadrature for Singular Integrals over Self-Similar Measures on Fractal Sets

Explore numerical quadrature techniques for singular integrals over self-similar measures on fractal sets, focusing on advanced mathematical concepts and applications.
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Finite Difference Time Domain Methods: Stability Criteria - Part 2

Explore stability criteria for Finite Difference Time Domain Methods in this advanced continuation, deepening understanding of numerical simulation techniques.
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Explore accuracy considerations for Finite Difference Time Domain Methods in higher dimensions, enhancing understanding of numerical simulation techniques.
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Multilevel Monte Carlo Methods for the Dean-Kawasaki Equation from Fluctuating Hydrodynamics

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