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METHOD OF SINGULAR FUNCTION FOR PROBLEMS OF NATURAL VALUES

By Yury Mikhailovich Nechepurenko and Russian Academy of Sciences (Russian Federation) The Institute of Computing Mathematics

Abstract

The aim is to develop the methods solving the partial problems of the values for large matrices of the functions. The work results are the original and new fundamental contribution into the theory of function matrices and methods for computation of their spectral characteristics. The fields of the singular functions in the matrix of the monic polynomials and matrix of the analytical functions have been investigated. The technology of solving partial problems of the natural values, which doesn't require the transformations of the initial problems and which permits (within the frames of the same computing technology) to investigate the resistance of the spectral characteristics and distortion of the initial data.Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio

Topics: 12A - Pure mathematics, SINGULAR FUNCTIONS, NATURAL VALUES
Year: 1997
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