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Functional identities on matrix algebrasBrešar, Matej ; Špenko, ŠpelaPodane so popolne rešitve funkcijske identitete ▫$\sum_{k\in K} F_k(\overline{x}_m^k) = \sum_{l\in L} G_l(\overline{x}_m^l)$▫ na algebri matrik ▫$M_n(F)$▫. Nestandardni deli teh rešitev izhajajo iz ... Cayley-Hamiltonove identitete.Source: Algebras and representation theory. - ISSN 1386-923X (Vol. 18, iss. 5, 2015, str. 1337-1356)Type of material - article, component part ; adult, seriousPublish date - 2015Language - englishCOBISS.SI-ID - 17540441
Author
Brešar, Matej |
Špenko, Špela
Topics
matematika |
algebra |
funkcijske identitete |
posplošene polinomske identitete |
matrična algebra |
Cayley-Hamiltonov izrek |
vezi |
Gröbnerjeva baza |
mathematics |
algebra |
functional identities |
generalized polynomial identities |
matrix algebra |
CayleyHamilton theorem |
syzygies |
Gröbner bases
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| Database name | Field | Year |
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| Brešar, Matej | 08721 |
| Špenko, Špela | 33617 |
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