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Functional Fourier transformation and renormalization group transformation in bosonic field theory modelsWe introduce the notion of a functional Fourier transformation in bosonic p-adic and Euclidean
Functional Fourier transformation and renormalization group transformation in bosonic field theory modelsWe introduce the notion of a functional Fourier transformation in bosonic p-adic and Euclidean
On Hilbert transform in context of locally compact abelian groupsThe aim of the paper is to obtain generalizations of M. Riesz's Theorem on the Hilbert transform
On lacunary analogs of the Poincaré theta-series and their applicationsWe consider Fuchsian groups of linear-fractional transformations such that each vertex
Iterations and Groups of Formal Transformations for an interpolation problem. We give examples of formal transformation groups such that the
iteration problem has a
On Gaussian Self-Similar Random Fields on a 2-Adic Plane-dimensional 2-adic space, invariant under the translation group and group of scaling transformations (self
On lacunary analogs of the Poincaré theta-series and their applicationsWe consider Fuchsian groups of linear-fractional transformations such that each vertex
On a class of convolution equations in D'+ (R) axis. The issues of existence and uniqueness of solution by Fourier-Laplace transform method
Tables of functions transforming according to the irreducible representations of crystal point cubic T and T h groups© Kazan Federal University (KFU). The functions transforming according to the nonequivalent
Elliptic operators associated with groups of quantized canonical transformationsElliptic operators associated with groups of quantized canonical transformations
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