Summability Calculus

Importantly, it shows how the study of fractional finite sums benefits from and contributes to many areas of mathematics, such as divergent series, numerical integration, approximation theory, asymptotic methods, special functions, series acceleration, Fourier analysis, the calculus of finite differences, and information theory.

Important, arata ca studiul sumelor finite fractionate beneficiaza si contribuie la multe domenii ale matematicii, cum ar fi seriile divergente, integrarea numerica, teoria aproximarii, metodele asimptotice, functiile speciale, accelerarea seriilor, analiza Fourier, calculul diferentelor finite, si teoria informatiei.