Примеры использования Equations of mathematical physics на Английском языке и их переводы на Русский язык
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Equations of Mathematical Physics.
Algorithms for solving equations of mathematical physics.
Theory and numerical methods of nonsmooth analysis, non-differential optimization andoptimal control theory, equations of mathematical physics.
Partial Differential Equations of Mathematical Physics.
Cycle results are significant contribution to the development of the theory of mathematical modeling, the theoryand research methods for solving the boundary andnonlocal problems of the equations of mathematical physics.
VS Vladimirov Zarinov VV The equations of mathematical physics.
AA Samara., Equations of mathematical physics,"Nauka", Moscow 1972.
Pikulin VP Pokhozhaev SI Practical course on the equations of mathematical physics.
On Some Differential Equations of Mathematical Physics Having Applications in Engineering.
The applicability of this approach in the case of numerical solution of some boundary value problems for equations of mathematical physics has been proved.
Aramanovich IG, Levin VI, equations of mathematical physics,"Nauka", Moscow, 1969.
Research interests: linear algebra and its applications, asymptotic analysis of matrix spectra,integral equations of mathematical physics, computational methods.
The lecture courses he gave within his pedagogical activity included:«Equations of Mathematical Physics»,«Equations of Elliptic Type»,«Functional Analysis»,«Mathematical Analysis», and«Linear Algebra and Analytical Geometry».
Fundamental works of Nikolay Bogoliubov were devoted to asymptotic methods of nonlinear mechanics, quantum field theory, statistical field theory,variational calculus, approximation methods in mathematical analysis, equations of mathematical physics, theory of stability, theory of dynamical systems, and to many other areas.
Volume 1 is an exposition of the techniques to solve the differential equations of mathematical physics, and contains an account of the applications of Mathieu functions to electrostatics.
In semesters 1-5 a number of mathematical disciplines are taught: calculus, analytic geometry,higher algebra, complex analysis, equations of mathematical physics, probability and statistics, and numerical methods.
Koshlyakov NS, Gleaner YI Smirnov MM,Basic differential equations of mathematical physics, Fizmatgiz, Moscow, 1962.
Ordinary differential equations and Equations of mathematical physics;
The purpose of the article is achieved by propagating waves from the course of the equations of mathematical physics and methods of the theory of generalized functions.
Differential equations and equation of mathematical physics.
Main explored models concern to fields of modeling of mechanical equipment(a solution of the differential equations), calculations of elements of constructions(the equation of mathematical physics), calculation of the composite constructions(system of the linear and differential equations) and to geometrical modeling computer geometry.
From 1991- as an associate professor at the Equation of Mathematical Physics Faculty of BSU.
Equations observed have applications in various fields of mathematical physics.
The results obtained allow widely applying, 2 1(), qF z,3 2()qF z functions to solve problems of mathematical physics, differential and integral equations, the theory of probability,mathematical statistics and others.
Department of Mathematical Physics Department of Differential Equations and Geometry Department of Function Theory Since 2005,«Journal of Mathematical Physics, Analysis, Geometry»(formerly«Matematicheskaya Fizika, Analiz, Geometriya», until July 2005) is being published four times a year.
The existing mathematical models are observed and the selection of the partial differential equations(PDE) toolset is made, which is regarded to be one of the most effective components of the apparatus of mathematical physics for solving the problems of similar type.
Scientific papers are devoted to research in the field of differential equations, mathematical physics, calculus mathematics, the application of numerical methods in the study of the kinetic theory of transfer, mathematical simulation of ecological systems, creating a system of space monitoring of the environment, nuclear safety issues.
Jean le Rond d'Alembert uses partial differential equations in mathematical physics.
It covers differential geometry andrelated subjects such as differential equations, mathematical physics, algebraic geometry, and geometric topology.
The main research areas of the Mathematical Division are: mathematical physics; differential equations; geometry; function theory and functional analysis.