IEEE

Generalization of Orthogonal Kravchenko Wavelets with Convolutions of Rectangular Pulse and Atomic Functions

Abstract: Construction of orthogonal Kravchenko wavelets is similar to Meyer wavelets. It begins from Fourier transform of scaling function. It must be supported on the segment $[- 4 \pi /3; 4 \pi ...
Scientific Research Publishing

Prodinger, H. (2021) Convolution Identities for Tribonacci Numbers via the Diagonal of a Bivariate Generating Function. Palestine Journal of Mathematics, 10, 440-442.

ABSTRACT: The convolution of two rational transfer functions is also rational, but a formula for the convolution has never been derived. This paper introduces a formula for the convolution of two ...
JSTOR Daily

A property of the convolution of two φ-convex functions

This is a preview. Log in through your library . Abstract The convolution of two φ-convex functions is estimated by means of an inequality of Hadamard type. The sharpness of this inequality is ...
GitHub

yarpose/YARPOSE.Convolution.Interactive.Visualization

This page can be used as part of a tutorial on the convolution of two signals. It lets the user visualize and calculate how the convolution of two functions is determined. The basic convolution ...
Scientific Research Publishing

Feichtinger, H.G. (1980, August) Banach Convolution Algebras of Wiener Type. Functions, Series, Operators, Proceedings of the International Conference in Budapest, 38, 509-524.

ABSTRACT: Wiener amalgam spaces are a class of function spaces where the function’s local and global behavior can be easily distinguished. These spaces are ex-tensively used in Harmonic analysis that ...