Wolfram Language

Optimize Combinations of Periodic Functions

Version 12 of the Wolfram Language provides functionality for solving several new classes of optimization problems. This example shows how to solve univariate optimization problems involving combinations of univariate periodic functions.

Minimize a combination of trigonometric functions with commensurable periods.

Visualize the solution.

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Find the maximum value of a combination of periodic functions with incommensurable periods. The maximum value is not attained.

Visualize the solution.

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