Application of bounded operators and Lyapunov's majorizing equations to the analysis of differential equations with a small parameter
Application of Richardson extrapolation with the Crank-Nicolson scheme for multi-dimensional advection
Multi-dimensional advection terms are an important part of many large-scale mathematical models which arise in different fields of science and engineering. After applying some kind of splitting, these terms can be handled separately from the remaining part of the mathematical model under consideration. It is important to treat the multi-dimensional advection in a sufficiently accurate manner. It is shown in this paper that high order of accuracy can be achieved when the well-known Crank-Nicolson...
Application of the averaging method for the solution of boundary problems for ordinary differential and integro-differential equations
Application of the Ritz method to the solution of parabolic boundary value problems of arbitrary order in the space variables
Applications of the side approximation theorem for surfaces
Applications of topology to foundations of mathematics
Applied mathematics meets signal processing.
Approximate trajectories and Lyapunov exponents for dynamical systems
Approximation of contact problems with friction
Approximation solvability of nonlinear equations
Apríl v režii matematiků a fyziků
Arithmetica topologica
Arithmetisch-topologische Untersuchungen an Ringen mit eingeschränkten Minimalbedingungen
Aritmetické hry a zábavy [Book]
Art Elements in Fractal Constructions
Articles ROADEF 2007
Aspects actuels de la pensée mathématique
Aspects of affine toda field theory
Aspects of nonlinear scattering theory
Aspects of parabolic invariant theory
A certain family of homogeneous spaces is investigated. Basic invariant operators for each of these structures are presented and some analogies to Levi-Civita connections of Riemannian geometry are pointed out.