Introduction there is insteresting 3Blue1Brown inspired project: https://shad.io/MatVis/

Introduction so markov is like for probaiblty and consesnus is working with big numbers, why all converge ? because it is stable autonmous system , irriducible(strongly connected:reach from anywhe...

Graph Laplacian, Eigenvalues, and Eigenvectors Eigenvalue Equation \(A v = \lambda v\) Laplacian Matrix ( L ) Given an adjacency matrix ( A ) and degree matrix ( D ): \(L = D - A\) Row sum...

Well, since we’re on the topic of norms, it reminds me of the late Norm Macdonald, one of my favorite comedians. Just like Norm had a unique way of looking at the world, mathematical norms give us ...

so I was really all time thinking what bode and nyquist was up to , that reach these elaborate and hosnlty overblown and verbose theory of contorl this was crazy , it can’t arise from math centrly ...

so you know, you defintly have heard about Lipschitz continutiy in fields of deep leanring or contorl systems, at first I didn’t grasp why this have its own name and what is really behind its defen...

so have you heard about gtk and wayland and then openGL and just getting confused about their role and what problem each of these softwares are solving ? but more profound qouestion is about render...

Introduction so you may encounter Robbins-Siegmund Lemma in proof of Stochastic gradient descent which is really bizzare, so before that lets dive into something more basic before reaching to that ...

Introduction the idea of event triggered system is that we instead of online feedback , define a policy and update the feedback signal based on that policy, the gain we get is mostly computational...

Introduction In Russian, there are several ways to express the concepts of “here” and “there,” which can be a bit confusing for learners. Let’s break down the key terms: Тут (tut) This is a more...