Mathematical Optimization

Mathematical optimization

Mathematical optimization, also known as mathematical programming, involves selecting the best element from a set of alternatives based on a specific criterion. It is divided into discrete and continuous optimization and is applicable in various fields such as computer science, engineering, operations research, and economics. Optimization problems involve maximizing or minimizing a real function by choosing input values within a defined set, and this concept extends to different formulations and domains.

1 courses cover this concept

COS 324 - Introduction to Machine Learning

Princeton University

Fall 2017

A thorough introduction to machine learning principles such as online learning, decision making, gradient-based learning, and empirical risk minimization. It also explores regression, classification, dimensionality reduction, ensemble methods, neural networks, and deep learning. The course material is self-contained and based on freely available resources.

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