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Functional identities of degree 2 in triangular rings revisitedEremita, DanielZ uporabo maksimalnega levega kolobarja kvocientov posplošimo naš nedavni rezultat o rešitvah funkcijske identitete ▫$F_1(x)y + F_2(y)x + xG_2(y)x + yG_1(x)y = 0$▫ v trikotnih kolobarjih. Posledično ... izpeljemo tudi posplošitve nekaterih znanih rezultatov o komutirajočih aditivnih preslikavah in posplošenih notranjih biodvajanjih v kontekstu trikotnih kolobarjev.Source: Linear and Multilinear Algebra. - ISSN 0308-1087 (Vol. 63, iss. 3, 2015, str. 534-553)Type of material - article, component part ; adult, seriousPublish date - 2015Language - englishCOBISS.SI-ID - 17044057
Author
Eremita, Daniel
Topics
funkcijska identiteta |
komutirajoča preslikava |
biodvajanje |
trikotni kolobar |
zgoraj trikotni matrični kolobar |
gnezdna algebra |
maksimalni levi kolobar kvocientov |
razširjeni centroid |
functional identity |
commuting map |
biderivation |
triangular ring |
upper triangular matrix ring |
nest algebra |
maximal left ring of quotients |
extended centroid
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Eremita, Daniel | 19550 |
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