All Posts burns law riemann hypothesis high dimensional probability algebraic geometry numerical linear algebra measure theory differential geometry analytic number theory applied mathematics code required lambdaOS dynamical systems number theory primes characterisitic classes cryptography stratified topology computational physics tensor algorithms random matrices singularity theory puzzle ergodic theory research topological data analysis probability convex geometry topological quantum field theory galois theory dehn invariant quantum mechanics differential geometry computational complexity navier stokes mathematical physics convex optimization indefinite lyapunov geometric numerical analysis set theory measure theory axiom of choice category theory geometric measure theory dynamical number theory algebra operator algebras contact papers 1 post geometric numerical analysis Posts 1 min read Nonlinear Krylov Geometry: Tangent and Jet Embeddings for Closure and Convergence 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 Oct 30, 2025 • geometric numerical analysis • numerical linear algebra
1 min read Nonlinear Krylov Geometry: Tangent and Jet Embeddings for Closure and Convergence 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 Oct 30, 2025 • geometric numerical analysis • numerical linear algebra
