Convex optimization and linear algebra

  • 1 Definition A subset C of a real vector space X is a convex set if it includes the line segment joining any two of its points.
    That is, C is convex if for every real α with 0 ⩽ α ⩽ 1 and every x, y ∈ C, (1 − α)x + αy ∈ C.
|xi||yi|, we get the result by summing both sides over i ∈ [N] in the above inequality. 2 Review of Convex Optimization. Let X ⊆ RN for N ⩾ 1 and f : X → R 

Categories

Convex optimization and cost function
Convex optimization and tensors
Convex optimization and derivatives
Convex optimization and operation research
Large-scale convex optimization via monotone operators
Non convex optimization
Convex optimization-based beamforming
Smoothed online convex optimization based on discounted-normal-predictor
Bandit convex optimization
Bandit convex optimization algorithm
Convex optimization based method
Convex optimization calculator
Convex optimization. cambridge university press 2004
Difference between convex and plano convex lens
Convex lens is for
What is convex curvature
Convex lens problems
Convex optimization easy
Easy convex optimization problems
Difference between concave convex lens