makePowellSumFunction

The formula that underlies the implementation is given by
$$f(\mathbf{x}) = \sum_{i=1}^n |\mathbf{x}_i|^{i+1}$$
with $\mathbf{x}_i \in [-1, 1], i = 1, \ldots, n$.

Provides generators for a high number of both single- and multi-
objective test functions which are frequently used for the benchmarking of
(numerical) optimization algorithms. Moreover, it offers a set of convenient
functions to generate, plot and work with objective functions.

Jakob Bossek

smoof

Single and Multi-Objective Optimization Test Functions

Pascal Kerschke

makePowellSumFunction function

<dl><dt>dimensions</dt>
<dd>[<code>integer(1)</code>] 
Size of corresponding parameter space.</dd></dl>

Arguments

Powell-Sum Function — makePowellSumFunction

<dl>

<dt>dimensions</dt>
<dd>[<code>integer(1)</code>] 
Size of corresponding parameter space.</dd>

</dl>

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makePowellSumFunction: Powell-Sum Function

Description

Usage

Value

Arguments

References