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Inside the Coursera-Udemy Deal: Three Bids, Two Years and a Rival Suitor

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Applied Algebraic Topology Network
Vietoris-Rips Complexes and Applied Algebraic Topology Seminar

Explore advanced topics in Vietoris-Rips complexes, persistent homology, metric geometry, and their applications in applied algebraic topology through expert lectures.
- YouTube
- 1 day 16 hours 18 minutes
- Self-Paced
- Free Video
Applied Algebraic Topology Network
Applied Algebraic Topology Methods, Computation, and Science - ATMCS/AATRN 2020

Explore cutting-edge research in applied algebraic topology through expert presentations on persistence diagrams, homology, and computational methods for data analysis.
- YouTube
- 17 hours 43 minutes
- Self-Paced
- Free Video
North Carolina School of Science and Mathematics
Introduction to Exponential Functions, Polynomials, and Geometry - Math 1

Explore exponential functions, polynomials, quadratic equations, and geometric concepts through inquiry-based learning with practical applications and visual demonstrations.
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- 1 hour 27 minutes
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Institute for Pure & Applied Mathematics (IPAM)
Free Entropy Theory and Random Matrices

Explore advanced connections between free probability theory, random matrices, and von Neumann algebras through expert lectures on entropy methods and spectral analysis.
- YouTube
- 18 hours 8 minutes
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Institute for Pure & Applied Mathematics (IPAM)
Symmetric Tensor Categories and Representation Theory

Explore advanced symmetric tensor categories and their applications in representation theory, Lie superalgebras, and algebraic structures through expert lectures and collaborative research.
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- 20 hours 55 minutes
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Institute for Pure & Applied Mathematics (IPAM)
Calculus of Variations in Probability and Geometry

Explore advanced mathematical techniques connecting calculus of variations, probability theory, and geometric inequalities through expert lectures on isoperimetric problems and applications.
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Hausdorff Center for Mathematics
Harmonic Analysis and Analytic Number Theory

Explore advanced polynomial methods, determinant techniques, and Fourier analysis in harmonic analysis and analytic number theory through expert lectures.
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Hausdorff Center for Mathematics
Evolution of Interfaces - Trimester Program

Explore advanced mathematical theories on interface evolution, covering De Giorgi-Almgren theory, Brakke's mean curvature flow, convex integration, and cutting-edge research in PDEs and fluid dynamics.
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- 1 day 11 hours 40 minutes
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Hausdorff Center for Mathematics
Periods in Number Theory, Algebraic Geometry and Physics - Trimester Program

Explore advanced mathematical connections between periods, motives, and physics through expert lectures on number theory, algebraic geometry, and quantum field applications.
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Hausdorff Center for Mathematics
Applied and Computational Algebraic Topology

Explore advanced applications of algebraic topology in neural networks, distributed computing, persistence homology, and geometric analysis through expert lectures.
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Hausdorff Center for Mathematics
Multiscale Problems - Algorithms, Numerical Analysis and Computation

Explore advanced mathematical techniques for solving complex multiscale problems through expert lectures on numerical analysis, finite element methods, and computational algorithms.
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Hausdorff Center for Mathematics
Junior Trimester Program - Topology

Explore advanced topology through expert lectures on operads, motivic Galois groups, L2-invariants, K-theory, and fusion systems from leading mathematicians.
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Hausdorff Center for Mathematics
Combinatorial Optimization - Trimester Program Lectures

Explore advanced combinatorial optimization through expert lectures covering discrete convex analysis, submodular functions, graph theory, and algorithmic approaches.
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Junior Trimester Program - Algebraic Geometry

Explore advanced algebraic geometry through expert lectures on modular forms, Shimura varieties, K3 surfaces, and birational geometry from leading mathematicians.
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Harmonic Analysis and Partial Differential Equations - Trimester Program Lectures

Explore advanced harmonic analysis and PDEs through expert lectures from leading mathematicians covering prime gaps, dispersive equations, and cutting-edge research developments.
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