The most general transformation of homogeneous retarded linear differential equations of the -th order
Mathematica Slovaca (1983)
- Volume: 33, Issue: 1, page 15-21
- ISSN: 0139-9918
Access Full Article
topHow to cite
topReferences
top- EĽSGOĽC L. E., Vvedenije v Teoriju Differenciaľnych Uravnenij s Otklonjajuščimsja Argumentom, Nauka, Moskva 1964. (1964) MR0170049
- NORKIN S. V., Diffeгenciaľnyje Uravnenija vtoгovo Porjadka s Zapazdyvajuščim Aгgumentom, Nauka, Moskva 1965. (1965) MR0199512
- STÄCKEL P., Über Transformationen von Diffeгentialgleichungen, J. Reine Agnew. Math. (Creile Journal) 111, 1893, 290-302.
- WILCZYNSKI E. J., Projective diffeгential geometгy of curves and ruled surfaces, Teubneг - Leipzig 1906. (1906)
- MELVTN L. H., A change of variables for functional differential equations, J. Diff. Equations 18, 1975, 1-10. (1975) MR0387766
- SIKORSKI R., Diferenciální a integгální počet funkce více proměnných, Academia, Praha 1973. (1973) MR0352354
- ŠEVELO V. N., Oscillacija Rešenij Differenciaľnych Uravnenij s Otklonjajuščimsja Aгgumentom, Nauk. dumka, Kijev 1978. (1978)
- KURZWEIL J., Obyčejné difeгenciální rovnice, SNTL, Praha 1978. (1978) MR0617010
- TRYHUK V., The most general transfoгmation of homogeneous linear differential гetarded equations of the first order, Arch. Math. (Brno) 16, 1980, 225-230. (1980) MR0594470
Citations in EuDML Documents
top- Jan Čermák, On transformations of functional-differential equations
- Václav Tryhuk, Effective criterion for the transformation of linear functional-differential equations of first order into canonical form with constant coefficients and deviations
- Jan Čermák, Note on simultaneous solutions of a system of Schröder's equations
- Václav Tryhuk, On transformations of functional-differential equations
- Václav Tryhuk, Remark to transformations of functional-differential equations of the first order
- V. Tryhuk, Equivalence and symmetries of first order differential equations
- Václav Tryhuk, Oldřich Dlouhý, The moving frames for differential equations. II. Underdetermined and functional equations