Algebraické struktury a multistruktury vytvářené prostory řešení lineárních homogenních diferenciálních rovnic n-tého řádu

Title in English Algebraic Structures and Multistructures Generated by Spaces of Solutions of Smooth Linear Differential Equations of Dimension n
Authors

BERÁNEK Jaroslav CHVALINA Jan

Year of publication 2009
Type Article in Proceedings
Conference Acta mathematica 12, ed. PRÍRODOVEDEC, publ. č. 389
MU Faculty or unit

Faculty of Education

Citation
Field General mathematics
Keywords Noncommutative group; differential equation; linear space; hypergroups
Description In connection with the algebraic approach to ordinary differential equations and their transformations we investigate multistructures, in particular transposition hypergroups of the n-th order linear ordinary differential operators and such hyperstructures formed by solution spaces of corresponding homogeneous differential equations.

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