Titlebook: Differential Equations, Mathematical Modeling and Computational Algorithms; DEMMCA 2021, Belgoro Vladimir Vasilyev Conference proceedings 2

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-subharmonic Functions,Considering different problems with Bessel operator we inevitably should obtain the main theorems of harmonic analysis for Laplace–Bessel operator. In this article we obtain condition of .-subharmonicity using the second Green’s formula for the Laplace–Bessel operator.

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Vladimir VasilyevIlluminates modern mathematical problems.New mathematical and numerical methods.New mathematical models

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Tremor

口訣法

Traumafolgen am Urogenitaltraktequation on the entire axis along the given linear ratios between the Jost functions. These conditions are formulated in terms of so-called reflection coefficient within the framework of the corresponding weighted Holder spaces on the real line with power behavior at infinity.

存心

https://doi.org/10.1007/978-1-59745-819-1edly expanding according to the definite rule when .. Each random field is generated by the Hamiltonian .. Classes of all functionals . corresponding to sequence . form the Banach space .. It is proved the existence of the limit statistical characteristic . in each class when . which is the continuous functional in ..

頂點(diǎn)

Renal Parenchymal and Inflammatory DiseasesCaputo derivatives, with bounded linear operators at them and with locally Lipschitzian nonlinear operator is studied. Theorem on the local existence and uniqueness of a solution to the Cauchy problem is proved. This result applied to study of the so-called degenerate (i.e. with a degenerate linear

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Yoshikatsu Ueda,Yomei Tokuda,Hiroshi Gotozburg-Landau equation differs from the traditional version by replacing the cubic nonlinearity with nonlinearity of arbitrary odd degree. We will show that the periodic boundary value problem has a countable set of solutions that are single-mode and periodic in the evolutionary variable. We will exa

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