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Mathematics
Computational Mathematics

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Joint Mathematics Meetings
Emergent Phenomena in Random Structures and Algorithms

Explore emergent phenomena in random structures and algorithms, focusing on mathematical insights and applications in complex systems and computational methods.
- YouTube
- 55 minutes
- On-Demand
- Free Video
IEEE
Fast Generalized DFTs for All Finite Groups

Explore efficient algorithms for generalized Discrete Fourier Transforms applicable to all finite groups, enhancing computational capabilities in various mathematical fields.
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- 21 minutes
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IEEE
Matrix Methods in Computer Science - Session 6B

Explore advanced matrix methods and their applications in computer science, focusing on cutting-edge research and algorithmic developments.
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IEEE
Matrix Methods in Computer Science - Session 4B

Explore advanced matrix methods and their applications in computer science, focusing on cutting-edge research and algorithmic developments.
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IEEE
Robust and Sample Optimal Algorithms for PSD Low-Rank Approximation

Explore efficient algorithms for positive semidefinite low-rank approximation, focusing on robustness and sample optimality in matrix computations.
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- 28 minutes
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IEEE
Testing Linear-Invariant Properties

Explore efficient methods for testing linear-invariant properties in mathematical structures, focusing on advanced techniques and their applications in various fields.
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- 23 minutes
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Society for Industrial and Applied Mathematics
Polar Deconvolution of Mixed Signals - IMAGINE Seminar Series

Explore signal demixing using polar deconvolution, a novel approach for separating mixed signals with high efficiency and stability, presented by Michael Friedlander from UBC.
- YouTube
- 55 minutes
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Society for Industrial and Applied Mathematics
Optimal Shape of Tree Roots and Branches - Seminar in Analysis and Methods of PDE

Explore mathematical models for optimal shapes in nature, focusing on tree roots and branches. Examine functionals for sunlight capture and nutrient collection, combined with transportation costs.
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- 56 minutes
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Simons Institute
Randomized Numerical Linear Algebra - Overview

Explore randomized numerical linear algebra techniques for efficient matrix computations, covering sampling methods, error bounds, and applications to least-squares problems and SVD.
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- 32 minutes
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Association for Computing Machinery (ACM)
Learning Mixtures of Linear Regressions in Subexponential Time via Fourier Moments

Explore efficient algorithms for learning mixtures of linear regressions using Fourier moments, overcoming previous barriers and achieving subexponential time complexity.
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Insights into Mathematics
Computations with Homogeneous Coordinates - Universal Hyperbolic Geometry

Explore algebraic definitions of points and lines in hyperbolic geometry, learn key theorems, and understand their applications in computational geometry and Cartesian coordinates.
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Insights into Mathematics
Difficulties With Real Numbers as Infinite Decimals - Real Numbers + Limits Math Foundations

Explores challenges in defining real numbers as infinite decimals from a computational perspective, highlighting technical obstacles in algorithms, arithmetic operations, and number equality recognition.
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Insights into Mathematics
Arrays and Matrices - Data Structures in Mathematics Math Foundations | NJ Wildberger

Introduction to arrays and matrices as 2D data structures, exploring definitions, examples, and extending to 3D arrays. Distinguishes between arrays and matrices, offering a novel approach to linear algebra.
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- 28 minutes
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- Free Video
Insights into Mathematics
Towards a More Computational Mathematics - Rational Trigonometry and New Foundations for Geometry

Explores a computational approach to mathematics using rational numbers, introducing rational trigonometry and its laws. Covers applications in geometry, spread polynomials, and projective trigonometry.
- YouTube
- 56 minutes
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Let's Code Physics
The Lonely Runner Conjecture - Simulation and Explanation

Explore the intriguing Lonely Runner Conjecture through simulation, understanding its simplicity and the challenge of proving it conclusively.
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