All Posts burns law high dimensional probability riemann hypothesis algebraic geometry numerical linear algebra measure theory dynamical systems applied mathematics differential geometry analytic number theory code required number theory lambdaOS probability quantum mechanics computational physics tensor algorithms random matrices singularity theory characterisitic classes ergodic theory topological data analysis stratified topology convex geometry topological quantum field theory puzzle research primes dehn invariant algebra category theory navier stokes convex optimization indefinite lyapunov geometric numerical analysis computational complexity set theory measure theory axiom of choice mathematical physics geometric measure theory dynamical number theory cryptography galois theory differential geometry operator algebras contact 1 post differential geometry Posts Computing the de Rham Cohomology of Grassmann Manifolds in MATLAB Jasmine Burns Jasmine Burns Jas is a research mathematician and the founder of JTPmath. With a dedication to clarity and creativity, she explores the intersection of advanced mathematics with physics and artificial intelligence. X Facebook Feb 8, 2025 • code required • differential geometry • algebraic geometry
Computing the de Rham Cohomology of Grassmann Manifolds in MATLAB Jasmine Burns Jasmine Burns Jas is a research mathematician and the founder of JTPmath. With a dedication to clarity and creativity, she explores the intersection of advanced mathematics with physics and artificial intelligence. X Facebook Feb 8, 2025 • code required • differential geometry • algebraic geometry
