All Posts burns law riemann hypothesis algebraic geometry high dimensional probability numerical linear algebra analytic number theory code required lambdaOS applied mathematics number theory differential geometry primes measure theory dynamical systems stratified topology computational physics tensor algorithms random matrices quantum cohomology singularity theory geometric measure theory characterisitic classes ergodic theory topological data analysis probability convex geometry topological quantum field theory puzzle research cantor-vitali set mathematical physics functional analysis algebra axiom of choice dehn invariant quantum mechanics differential geometry computational complexity inverse problem of galois theory operator algebras convex optimization indefinite lyapunov geometric numerical analysis set theory measure theory axiom of choice category theory complex differential operators dynamical number theory papers 1 post quantum cohomology Posts Computing the de Rham Cohomology of Grassmann Manifolds in MATLAB Jas, the Physicist Jas, the Physicist Jas is a mathematical physicist and the founder & CEO of JTPMATH, INC. With a dedication to clarity and creativity, she explores the intersection of theoretical mathematics with physics, chemistry and artificial intelligence. X Facebook Feb 8, 2025 • code required • differential geometry • algebraic geometry
Computing the de Rham Cohomology of Grassmann Manifolds in MATLAB Jas, the Physicist Jas, the Physicist Jas is a mathematical physicist and the founder & CEO of JTPMATH, INC. With a dedication to clarity and creativity, she explores the intersection of theoretical mathematics with physics, chemistry and artificial intelligence. X Facebook Feb 8, 2025 • code required • differential geometry • algebraic geometry
