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Construction of Szeg˝o and Poisson Kernels in Convex DomainsIn this paper, we construct Szeg˝o and Poisson kernels in convex domains in Cn and study
Relationship Between the Bergman and Cauchy-Szeg¨o Ker- nels in the Domains + (n -1) and ℜn I VIn this paper, a connection has been established between the Bergman and Cauchy-Szeg¨o
kernels
On Holomorphic Continuation Integrable Functions of Along Finite Families of Complex Lines in n-circular DomainSzeg¨o kernel
Norm convolution inequalities in lebesgue spacesOscillatory kernels
The periodic Cauchy kernel, the periodic Bochner kernel, discrete pseudo-differential operatorsThe periodic Cauchy kernel, the periodic Bochner kernel, discrete pseudo-differential operators
Second Hankel Determinant for Bi-univalent Functions Associated with q-differential OperatorFekete-Szeg¨o functional
Моделирование вязкоупругих свойств стареющего материалаThis study aims to develop a creep kernel recording form, which would allow obtaining
Kernel operators with variable intervals of integration in lebesgue spaces and applicationsKernel operators with variable intervals of integration in lebesgue spaces and applications
One-dimensional and multi-dimensional integral transforms of Buschman-Erdélyi type with Legendre functions in kernels-dimensional integral transforms of Buschman-Erdélyi type with Legendre functions in kernels. Complete proofs are given
Multi-dimensional integral transform with Fox function in kernel in Lebesgue-type spaces-function in the kernel in weighted spaces with integrable functions in the domain Rⁿ₊ with positive coordinates
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