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On Formal Solutions of Hörmander’s Initial-boundary Value Problem in the Class of Laurent Series for polynomial differential operators with constant coefficients in the class of formal Laurent series.

Optical solitons and other solutions to Kaup–Newell equation with Jacobi elliptic function expansion method terms in birefringent fibers. We employed Jacobi elliptic function expansion method in order

Chinese expansion mechanism in Africa, cultural and other connections amongst them. This Chinese expansion enhances a strong impulse in the socio

Approximate Formulas for Mathematical Expectations of Functionals of Random Processes Defined by Ito-Levy Multiple Integral Expansion functionals of random processes defined by chaotic expansions in terms of multiple Ito-Levy integrals. We

Многогранник Ньютона оптимального зануляющего оператора, связанного с алгебраической кривойWe investigate the linear differential operator with polynomial coefficients whose space

О приближении Буссинеска в задачах конвекции, вызванной высокочастотными вибрациями to the momentum, continuity, and energy equations for a compressible, viscous heat-conducting fluid

On a Problem that Does not Have Basis Property of Root Vectors, Associated with a Perturbed Regular Operator of Multiple DifferentiationA spectral problem for a multiple differentiation operator with integral perturbation of boundary

СТРАНЫ БРИКС: ПЕРСПЕКТИВЫ РАСШИРЕНИЯ И ЭКОНОМИЧЕСКИЕ ПОСЛЕДСТВИЯThe article considers the prospects for the expansion of BRICS. The analysis of the main favorable

A multidimensional superposition principle: classical solitons IIIThe existence of solitons associated with finite expansions analogous to traditional truncated

The radiation instability in modified gravity formal series expansions and show that the resulting solutions have a smaller number of arbitrary

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