Some of the Most Gorgeous Visual "Shrink" Proofs Ever Invented
Explore visual proofs in geometry, from equilateral triangles in square grids to irrationality. Discover lesser-known mathematical concepts through engaging puzzles and elegant demonstrations.
Trig Identities - What Are They?
Comprehensive guide to trigonometric identities, covering types, proofs, and memorization techniques. Explains their importance in simplifying expressions and solving complex problems.
Triangles - CBSE Class 10 Mathematics
Comprehensive tutorial on triangle geometry covering similarity, theorems, and problem-solving for 10th grade mathematics, with emphasis on CBSE curriculum and exam preparation.
Fibonacci Equals Pythagoras - Help Save a Stunning Discovery From Oblivion
Explore the fascinating connection between Pythagorean triples and Fibonacci numbers, uncovering mathematical insights and solving puzzles along the way in this engaging video lecture.
Eisenstein Series and the Cubic Moment for PGL(2) - Paul Nelson
Explore Eisenstein series, cubic moments for PGL(2), and their applications in number theory. Gain insights into spectral expansions, hypergeometric functions, and improved bounds.
Singularity Formation for Reduced Models of Fluid Equations - Mimi Dai
Explore singularity formation in reduced fluid equation models, focusing on electron magnetohydrodynamics and its connection to Euler equations. Gain insights into nonlinear dynamics and finite-time singularities.
A Gentle Approach to Crystalline Cohomology - Jacob Lurie
Explore crystalline cohomology and the de Rham-Witt complex in algebraic geometry, with insights on alternative constructions and applications in positive characteristic fields.
Viscosity Solutions Approach to Variational Problems - Daniela De Silva
Explore viscosity solutions for variational problems with Daniela De Silva. Learn about Laplace's equation, Harnack inequality, and discrete equations in this advanced mathematics lecture.
Class 11 Maths One-Shot Videos
Comprehensive video series covering all Class 11 Maths topics, including sets, functions, trigonometry, and calculus. Offers clear explanations and problem-solving techniques for CBSE students.
Mathematik für alle - in Zeiten von Corona, Folge 7: Des Rätsels Lösung
Entdecken Sie die Schönheit der Mathematik und ihre Relevanz in der heutigen Welt. Prof. Kreck führt Sie durch elementare Beweise und zeigt, wie mathematisches Denken den Verstand schult und gegen Irrationalität wappnet.
Mathematik für alle - in Zeiten von Corona, Folge 2: Es gibt unendlich viele Primzahlen
Entdecken Sie die faszinierende Welt der Primzahlen und lernen Sie, warum es unendlich viele davon gibt. Ein spannender Einblick in die Schönheit und Logik der Mathematik für Neugierige jeden Alters.
Katz-Grothendieck Conjecture: Criteria for Algebraic Solutions in Linear Differential Equations
Explore a conjectura de Katz-Grothendieck sobre equações diferenciais lineares com soluções algébricas, incluindo contexto histórico e evidências principais. Adequado para estudantes de pós-graduação em matemática.
Aplicações de Complexos em Combinatória - Aula 03
Aprofunde-se em aplicações avançadas de complexos em combinatória, explorando problemas desafiadores e técnicas de resolução para aprimorar suas habilidades matemáticas olímpicas.
Brouwer Fixed Point Theorem and Its Relationship with Other Topological Theorems
Explore the Brouwer fixed point theorem's connections to Euclidean topology, with proofs and explanations of related topological results.
Os Números Complexos Existem? - Aula 1
Explore a existência e aplicações dos números complexos em uma aula abrangente ministrada pelo Prof. Alberto Saa da Unicamp.
Le dernier théorème de Fermat
Plongez dans l'histoire fascinante et la résolution du célèbre théorème de Fermat, un défi mathématique qui a intrigué les esprits pendant plus de trois siècles.
Endpoint Fourier Restriction and Unrectifiability
Explore endpoint Fourier restriction and its connection to measure unrectifiability in R^d, featuring a dichotomy between absolute continuity and 1-pure unrectifiability.
System Introductions I - PVS
Introduction to PVS (Prototype Verification System) for formal specification and verification of systems, covering key features and applications in mathematical proofs and software development.
Voting & the Electoral College - Logic, Riddles, & Paradoxes in Math and History
Explore paradoxical election outcomes, Arrow's impossibility theorem, and the Electoral College system. Analyze voting methods, mathematical proofs, and counterintuitive results in political decision-making.
A Beautiful Identity in Mathematics - Exploring Elegant Mathematical Relationships
Discover an elegant mathematical proof exploring a fascinating identity that connects different mathematical concepts in a clear and intuitive way.
Why Does Maths Give Humans the Edge Over Machines? - With Junaid Mubeen
Exploring human mathematical intelligence and its advantages over machines, highlighting reasoning, imagination, and questioning as key principles that give humans an edge in problem-solving.