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How much floating light nonaqueous phase liquid can a phreatic surface sustain? Riesenkampf's scheme revisited coordinate of the flow domain is represented in terms of singular integrals as a solution of the Keldysh
On the structure of finite coverings of compact connected groupsFinite-sheeted covering mappings onto compact connected groups are studied. We show that for a
Modeling of the resonant vibrations of an elongated plate with an integrated damping coating taking into account the amplitude-dependent internal friction in the material of the damping layers vibrations of thin-walled structures as well as the perspective integrated version of a damping coating which
A TURING MACHINE IS JUST A FINITE AUTOMATON WITH TWO STACKS:
A COMMENT ON TEACHING THEORY OF COMPUTATIONTraditionally, when we teach Theory of Computations we start with finite automata, we show
Cauchy–Hadamard integral with applications if length of the curve is infinite. We use Hadamard’s concept of finite part of integral for investigation
Semi-analytical methods in problems of wave propagation through system defects in isotropic elastic media: report of Doctor of Physical and Mathematical Sciences Thesis: specialization 01.02.04 – Mechanics of Solids
КОНЕЧНО-ЭЛЕМЕНТНЫЕ АППРОКСИМАЦИИ И ИТЕРАЦИОННЫЙ МЕТОД РЕШЕНИЯ ЭЛЛИПТИЧЕСКИОЙ ЗАДАЧИ УПРАВЛЕНИЯ С ОГРАНИЧЕНИЯМИ НА ГРАДИЕНТ СОСТОЯНИЯ. The convergence of finite element approximation for this problem is proved. Discrete saddle point problem
How much floating light nonaqueous phase liquid can a phreatic surface sustain? Riesenkampf's scheme revisited coordinate of the flow domain is represented in terms of singular integrals as a solution of the Keldysh
Investigation on english gerund to english language learners in tatar backgroundThe present study investigates the non-finite forms of verb in the English and Tatar languages
Thermodynamics of a generalized graphene-motivated (2+1) D Gross-Neveu model beyond the mean field within the Beth-Uhlenbeck approachWe investigate the thermodynamics at finite density of a generalized $(2 + 1)$D Gross-Neveu model
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