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Your search keyword '"ŠKRIPKOVÁ, L."' showing total 7 results
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7 results on '"ŠKRIPKOVÁ, L."'

6. REPRESENTATION OF SOLUTIONS OF NEUTRAL DIFFERENTIAL EQUATIONS WITH DELAY AND WITH LINEAR PARTS DEFINED BY PAIRWISE PERMUTABLE MATRICES.

Author

POSPÍŠIL, M. and ŠKRIPKOVÁ, L.

Subjects
*DIFFERENTIAL equations, *LINEAR algebra, *PAIRED comparisons (Mathematics), *MATRICES (Mathematics), *REPRESENTATION theory, *INITIAL value problems, *POLYNOMIALS
Abstract

This paper is devoted to the study of linear systems of neutral differential equations with delay. Assuming the linear parts to be given by pairwise permutable matrices, representation of a solution of a nonhomogeneous initial value problem using matrix polynomial of a degree depending on time is derived. Examples illustrating the obtained results are given. [ABSTRACT FROM AUTHOR]

Published
2015
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7. Sufficient conditions for the exponential stability of delay difference equations with linear parts defined by permutable matrices.

Author

Medved, M. and Škripková, L.

Subjects
*DELAY differential equations, *MATRICES (Mathematics), *STABILITY theory, *PERMUTATIONS, *EXPONENTIAL stability, *NONLINEAR theories, *POPULATION dynamics, *MATHEMATICAL models
Abstract

This paper deals with the stability problem of nonlinear delay difference equations with linear parts defined by permutable matrices. Several criteria for exponential stability of systems with different types of nonlinearities are proved. Finally, a stability result for a model of population dynamics is proved by applying one of them. [ABSTRACT FROM AUTHOR]

Published
2012
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