Video Lectures on Convex Analysis and Convex Numerical Algorithms. The video lectures are based on my book "An Easy Path to Convex Analysis and Applications" co-authored with Boris Mordukhovich.
This is one of the lectures in the video lecture series on Convex Analysis and Convex Numerical Algorithms. I present the definition of subgradients for convex functions with examples.
You can find more lectures in this video lecture series and the information about the book in the links above.
Video Lectures on Introduction to Mathematical Analysis. The video lectures are based on my book "Introduction to Mathematical Analysis I" co-authored with B. Lafferriere and G. Lafferriere.
This is one of the lectures in the video lecture series on Introduction to Mathematical Analysis. I present the definitions of supremum and infimum with examples.
You can find more lectures in this video lecture series and the information about the book in the links above.
Video Lectures Modern Analysis. The video lectures are based on my book "Convex Analysis and Beyond. Volume 1: Baisc Theory" co-authored with B. Mordukhovich.
Geometric Approach to Convex Subdifferential Calculus. This is a joint paper with Boris Mordukhovich which serves as a supplement to our book "An Easy Path to Convex Analysis and Applications".
Nash Equilibrium via Convex Analysis. This note is based on a lecture I gave at the Analysis Seminar at Portland State.