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CALCULATION OF OSCILLATORY INTEGRALS - SPEED COMPARISON OF TWO METHODS functions is presented. The Levin's collocation method and a method of integral reduction to a canonical
Stable Algorithm of Integrating Rapidly Oscillating Functions on the Levin collocation method and describes the stable method of integration of rapidly oscillating functions
Regularized computation of oscillatory integrals with stationary points of the system of ordinary differential equations. Using the Levin's collocation method, we reduce the problem
Regularized Computation of Oscillatory Integrals with Stationary Points of the system of ordinary differential equations. Using the Levin's collocation method, we reduce the problem
Numerical Integration of Highly Oscillatory Functions with and without Stationary Points applying the classical method of collocation for the ODE solution (Levin) in the physical space. The new
A study on the phenomenon of collocations: Methodology of teaching English and German collocations to Russian students lack of research devoted to the methods of teaching English and German collocations. The aim of our
A study on the phenomenon of collocations: Methodology of teaching English and German collocations to Russian students lack of research devoted to the methods of teaching English and German collocations. The aim of our
Special version of collocation method for integral equations of the third kind with fixed singularities in a kernel singularities in its kernel. We offer and prove a special version of collocation method for its approximate
Culturally marked collocations in New Zealand national variety of economic discourseThe article is devoted to the analysis of culturally marked collocations in the economic discourse
Application of the Collocation Method for Solving the Problem of Diffraction of an Electromagnetic Wave by a Rectangular Metal Plate. The collocation method is applied to the equation with the representation of the sought functions in the form of a
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