JSTOR Daily

Sinc Function Quadrature Rules for the Fourier Integral

In this paper a numerical algorithm is proposed for the computation of the Fourier Transform. The quadrature rule developed is based on the Whittaker Cardinal ...
Nature

Introduction to the Theory of Fourier Integrals

SINCE the publication of Prof. Zygmund's “Trigonometric Series” in 1935, there has been considerable demand for another book dealing with trigonometric integrals. Prof. Titchmarsh's book meets this ...
JSTOR Daily

Conditional Fourier–Feynman transform and conditional convolution product given infinite-dimensional vector-valued conditioning function

R. H. Cameron, D. A. Storvick, Some Banach algebras of analytic Feynman integrable functions, in Analytic Functions (Kozubnik 1979), J. Ławrynowicz (ed.), Lecture ...
Nature

Multi-Parameter Hardy Spaces and Singular Integral Operators

Multi-parameter Hardy spaces provide a refined framework for analysing functions and operators in settings where multiple scales or dimensions interact simultaneously. This theory extends the ...