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D'Alembertian solutions of linear differential and difference equationsAbramov, Sergei A., 1946- ; Petkovšek, Marko, 1955-2023D'Alembertove rešitve diferencialnih (diferenčnih enačb) so tiste, ki jih je mogoče izraziti kot vgnezdene nedoločene integrale (vsote) hipereksponentnih funkcij. Konstruiramo jih tako, da rekurzivno ... iščemo hipereksponentne rešitve in znižujemo red. Če poznamo d'Alembertove rešitve enačbe ▫$Ly=0$▫, lahko zapišemo ustrezne rešitve enačb ▫$Ly=f$▫ in ▫$L^\ast y=0$▫.Source: Preprint series. - ISSN 1318-4865 (Vol. 32, št. 444, 1994, str. 1-13)Type of material - article, component partPublish date - 1994Language - englishCOBISS.SI-ID - 41601792
Author
Abramov, Sergei A., 1946- |
Petkovšek, Marko, 1955-2023
Topics
mathematics |
računalništvo |
simbolno računanje |
diferenčne enačbe |
diferencialne enačbe |
d'Alembertove funkcije |
mathematics |
computer science |
symbolic computation |
difference equations |
differential equations |
d'Alembertian functions
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Abramov, Sergei A., 1946- | ![]() |
Petkovšek, Marko, 1955-2023 | 01935 |
Source: Personal bibliographies
and: SICRIS
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