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Efficient Function Integration for Covid-19 by Oliver is a document available to read on EtoBox.

What is Efficient Function Integration for Covid-19 about?

Numerical algorithms are widely used in different applications, therefore, the execution time of the functions involved in numerical algorithms is important, and, in some cases, decisive, for example, in machine learning algorithms. Given a finite set of independent functions A(x), B(x), ..., Z(x) with domains defined by disjoint, consecutive, and not necessarily adjacent intervals, the main goal is to integrate into a single function F(x) = k1×A(x) + k2×B(x) + … + kn×Z(x)

Author

Oliver

Language

EN