On a class of convolution equations in D'+ (R)© 2014 Leonard Salekhov and Elvira Chebotareva. A class of
equations containing complex integro
The explicit formula for solution of anomalous diffusion equation in the multi-dimensional spaceThis paper intends on obtaining the explicit solution of n-dimensional anomalous diffusion
equation Two-sided estimate for the modulus of continuity of a convolutionWe study the differential properties of the
convolution of functions with a generalized Bessel
Some constructive criteria of optimal embeddings for potentials. They are constructed on the basis of rearrangement invariant spaces (RISs) by means of
convolutions with kernels
On the cones of rearrangements for generalized bessel and Riesz potentials. They are constructed on the basis of a rearrangement invariant space by using
convolutions with some general kernels
On absence of global solutions of quasilinear differential-convolutional inequalities-type terms and nonlocal
convolutional terms arising in the description of reaction–diffusion processes
On the restoration of the blurred image of a moving object limit, the traditionally
used approach, based on replacing the integral in the
convolution equation Generalized Convolutions for the Fourier Integral Transforms and ApplicationsThis paper provides some generalized
convolutions for the Fourier integral transforms and treats