I am trying to study about optimization problems, Lagrange duality and related topics. I came across some presentation on the net, which claims to show the geometric interpretation of the duality and
Mathematics May-2 2023 - Browse Articles
Axioms February 2024 - Browse Articles
Linear Programming
Hypergeometric orthogonal polynomials as expansion basis sets for atomic and molecular orbitals: The Jacobi ladder - ScienceDirect
PDF) Path Following in the Exact Penalty Method of Convex Programming
multivariable calculus - Geometric interpretation of duality and Slater's condition - Mathematics Stack Exchange
Convex Programs for Minimal-Area Problems
Embedded Mean-Field Theory with Block-Orthogonalized Partitioning
vector spaces - Geometric interpretation of duality in optimization - Mathematics Stack Exchange
Distributed Dual Subgradient Methods with Averaging and Applications to Grid Optimization