Theory of Intelligence
MATH FOR AI•Optimization•Constrained And Convex Optimization•4.3 Convex Sets & Functions

Introduction

Convex sets, convex functions and how to recognise them, and why convexity guarantees global minima.

Introduction

Some optimization problems are easy and some are hopeless. The dividing line is usually convexity. For convex problems, every local minimum is a global minimum, so gradient descent can't get stuck in a bad valley and solvers can certify optimality. Linear regression, logistic regression, SVMs and lasso are all convex — which is why they are so reliable.

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