Mathematics

UofM - MATH 2740 - Lecture 16 - Part 2 - Graph theory (computer example)

UofM - MATH 2740 - Lecture 16 - Part 1 - Graph theory (associated matrices)

UofM - MATH 2740 - Lecture 14 - Part 2 - Graph theory (Spanning trees - igraph)

UofM - MATH 2740 - Lecture 14 - Part 1 - Graph theory (Cycles, spanning trees)

UofM - MATH 2740 - Lecture 13 - Part 2 - Graph theory (Introduction to igraph)

UofM - MATH 2740 - Lecture 13 - Part 1 - Graph theory (Introduction)

UofM - MATH 2740 - Lecture 12 - Part 1 - PCA (computer example 2)

UofM - MATH 2740 - Lecture 11 - Part 3 - PCA (computer example 1)

UofM - MATH 2740 - Lecture 11 - Part 2 - Examples of change of basis

UofM - MATH 2740 - Lecture 09 - Part 2 - SVD and pseudo-inverse (example)

UofM - MATH 2740 - Lecture 08 - Part1 - SVD (theory)

UofM - MATH 2740 - Lecture 08 - Part 2 - SVD (image compression in R)

UofM - MATH 2740 - Lecture 07 - Part 2 - SVD (theory)

UofM - MATH 2740 - Lecture 06 - Part 1 - QR factorisation (theory)

UofM - MATH 2740 - Lecture 05 - Part 1 - Linear least squares (continued)

UofM - MATH 2740 - Lecture 04 - Part2 - Linear least squares (theory)

UofM - MATH 2740 - Lecture 04 - Part 1 - Linear least squares with jupyter

UofM - MATH 2740 - Lecture 03 - Part 2 - Linear least squares

UofM - MATH 2740 - Lecture 02

UofM - MATH 2740 - Lecture 01 - Part 2

UofM - MATH 2740 - Lecture 01 - Part 1

Mathematical Epidemiology - Lecture 02 - Basic mathematical epidemiology

Mathematical Epidemiology - Lecture 01 - Introduction

Mathematical Epidemiology - Lecture 00 - Course organisation

Introduction to number theory lecture 53. Three calculators for number theorists

Introduction to number theory lecture 52. Nonvanishing of L series at s=1.

Introduction to number theory lecture 51. Proof of Dirichlet's theorem

Introduction to number theory lecture 50. Dirichlet characters

Introduction to number theory lecture 49. Dirichlet's theorem

The Provability of Consistency: Debunking the Myth

Semidefinite relaxation problems || @ CMU || Recitation 10 of CS Theory Toolkit

Introduction to number theory lecture 48 Proof of the prime number theorem

Initiation à la statistique bayésienne

Introduction to Bayesian Statistics

Introduction to number theory lecture 47. The prime number theorem

Introduction to number theory lecture 46. Products of Dirichlet series

Introduction to number theory lecture 45 Dirichlet series

High-Dimensional Expanders: How I learned to stop worrying and love group-theoretic constructions

Introduction to number theory lecture 44 Pythagorean triangles

Introduction to number theory lecture 43 Gaussian integers

Introduction to number theory lecture 42. Examples of indefinite binary quadratic forms.