29 Answers votes newest views recent 2Why were matrix determinants once such a big deal? 4Riemann Zeta Function connection to Quantum Mechanics. 2What is the high-concept explanation on why real numbers are useful in number theory? 4Using slides in math classroom 5Why is the Laplacian ubiquitous? 1What advanced Area of Mathematics can be delved into with only basic Calculus and Linear Algebra 5Why semigroups could be important? 8Historical basis and mathematical significance of Riemann surfaces 10Who uses keywords (and how)? 3A formal definition of Scaling Limits? 3What does progressively measurable actually entail? 0Background Reading for Proving Irrationality of Real Numbers 3Weierstrass' function and Brownian motion 4Fractal questions: Weierstraß-Mandelbrot 1Infinite dimensional manifold 3Is there a fair coin? 1Graphs Embedded on Fractals 4Any reference on Brownian Motion continuity 4What are integration on fractal? 3Itô-like calculus for $\alpha$-stable processes $\alpha \neq 2$. 1Asking for a Fourier inverse transform, which is related to stable laws 2Non-existence of such a continuous stochastic process 1Derivatives through random variables? 1Sierpinski Triangle and the Chaos Game 0Hutchinson’s formula for asymptotically homogeneous Cantor sets 1What is the “real osculating space” of a (minimal) immersion? 0transition probability convergence for Harris chains - Durrett. 2Fractal dimension of 1D set, what if logN vs log(e) is a polygonal chain? 1Is there any result concerning on the metric dimension of inverse limit?