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Mathematics
Mathematical Analysis

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Michael Penn
Why Are These Numbers Close to Pi? - Mathematical Analysis and Exploration

Uncover the mathematical mystery behind numbers that surprisingly approximate pi through elegant mathematical analysis and pattern recognition.
- YouTube
- 12 minutes
- On-Demand
- Free Video
Michael Penn
Understanding Sequence Convergence - A Mathematical Analysis

Explore mathematical sequence convergence through step-by-step problem-solving and clear explanations of limit concepts and analytical techniques.
- YouTube
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International Mathematical Union
Mathematical Analysis and Numerical Methods for Inverse Scattering Problems

Explore mathematical analysis and numerical methods for inverse scattering problems, covering applications, challenges, algorithms, and recent progress in stability analysis and deep learning approaches.
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Institute for Mathematical Sciences
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 3

Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame. Gain insights into advanced analytical techniques for biological systems.
- YouTube
- 1 hour 3 minutes
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Institute for Mathematical Sciences
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 4

Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame, delving into advanced analytical techniques and applications.
- YouTube
- 56 minutes
- On-Demand
- Free Video
Institute for Mathematical Sciences
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 1

Explore mathematical models for living tissues and free boundary problems with Professor Perthame, delving into advanced analysis techniques and applications in biological systems.
- YouTube
- 58 minutes
- On-Demand
- Free Video
Institute for Mathematical Sciences
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 2

Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame. Gain insights into advanced analytical techniques for biological systems.
- YouTube
- 59 minutes
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- Free Video
Institute for Pure & Applied Mathematics (IPAM)
How Mathematical Analysis Can Help Better Understand Quantum Algorithms

Explore how mathematical analysis enhances understanding of quantum algorithms through semiclassical analysis, discrete microlocal analysis, and hypocoercivity concepts applied to quantum dynamics simulation.
- YouTube
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Metric spaces and continuity

This free course contains an introduction to metric spaces and continuity. The key idea is to use three particular properties of the Euclidean distance as the basis for defining what is meant by a ...
- OpenLearn
- 16 hours
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Asymptotics: The Art of Approximation: Wolfram U

Explore asymptotic methods for approximating complex mathematical problems using Wolfram Language, covering applications in differential equations, integrals, and infinite series.
- Wolfram U
- 23 minutes
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Centre de recherches mathématiques - CRM
Mathematical Analysis - Stable and Unstable Spectral Inequalities, Geometric Analysis, and Differential Equations

Explore advanced mathematical analysis through expert videoconferences covering spectral theory, differential equations, geometric analysis, and harmonic functions.
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Michael Penn
A Periodically Perturbed Harmonic Series - Convergence Analysis

Explore the convergence of a periodically perturbed harmonic series through rigorous mathematical analysis and proof techniques.
- YouTube
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Insights into Mathematics
Axiomatics and the Least Upper Bound Property in Real Numbers - Math Foundations 121

Explores flaws in axiomatics for real numbers, examines rational number structure, and introduces the least upper bound property, challenging conventional mathematical foundations.
- YouTube
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Insights into Mathematics
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An Aesthetic Double Integral

Explore an elegant calculation of a double integral, showcasing refined mathematical techniques and aesthetic problem-solving approaches in advanced calculus.
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