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3Blue1Brown
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Proof of the empirical hypothesis for q-series constructed from Rogers-Ramanujan identities, exploring structural properties and advancing understanding of these mathematical relationships.
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Norwegian Mathematical Olympiad 2016 Q2

Explore a detailed solution to Question 2 from the 2016 Norwegian Mathematical Olympiad, also known as the Abel Competition, with expert guidance and explanations.
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Explore mathematical methods for fair division, including divider-chooser and last diminishing methods, with practical examples like pizza sharing.
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Explore an intriguing mathematical challenge involving iterative floor functions, from simple examples to complex equations and their solutions.
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Explore the Euler transform of series, its proof, and practical applications in mathematics, enhancing your understanding of advanced series analysis.
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Dive into the world of infinitely nested radicals with Michael Penn in less than an hour. Randolph College Math and Science.
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Introduction to the Heisenberg vertex algebra, an algebraic model of one free boson. Explore the foundations of this complex mathematical concept and its applications in quantum mechanics.
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Solve challenging math problems from the 2004 Pan-African Math Olympiad, enhancing problem-solving skills and mathematical reasoning abilities.
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Explore an innovative method for calculating a well-known mathematical series, offering a fresh perspective on a classic problem in number theory and analysis.
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Explore the power of symmetry in problem-solving, uncovering elegant solutions to complex mathematical challenges through practical examples and insightful explanations.
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Problem Solving - The Pigeonhole Principle

Explore the pigeonhole principle through examples, including famous problems from Erdos and the 1994 Putnam Exam. Learn problem-solving techniques in mathematics.
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Ramanujan's 723rd Problem

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