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Generalized skew derivations implemented by elementary operatorsEremita, Daniel ; Gogić, Ilja, 1982- ; Ilišević, DijanaNaj bo ▫$R$▫ polprakolobar z maksimalnim desnim kolobarjem kvocientov ▫$Q_{mr}$▫. Aditivni preslikavi ▫$d: R \to Q_{mr}$▫ pravimo posplošeno poševno odvajanje, če obstaja tak endomorfizem ▫$\sigma$▫ ... kolobarja ▫$R$▫ in taka preslikava ▫$\delta: R \to Q_{mr}$▫, da je ▫$d(xy) = \delta(x)y + \sigma(x)d(y)$▫ za vse▫ $x,y \in R▫$. Ob predpostavki, da je endomorfizem ▫$\sigma$▫ surjektiven, opišemo strukturo poljubnega posplošenega poševnega odvajanja, za katerega obstajajo taki elementi ▫$a_i, b_i \in Q_{mr}$▫, da je ▫$d(x) = a_1 xb_1 + \dots + a_nxb_n$▫ za vse ▫$x \in R$▫.Source: Algebras and representation theory. - ISSN 1386-923X (Vol. 17, iss. 3, 2014, str. 983-996)Type of material - article, component partPublish date - 2014Language - englishCOBISS.SI-ID - 17043545
Author
Eremita, Daniel |
Gogić, Ilja, 1982- |
Ilišević, Dijana
Topics
algebra, |
(posplošeno) poševno odvajanje |
elementarni operator |
epimorfizem |
polprakolobar |
maksimalni (desni) kolobar kvocientov |
algebra |
(generalized) skew derivation |
elementary operator |
epimorphism |
semiprime ring |
maximal (right) ring of quotients
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Eremita, Daniel | 19550 |
Gogić, Ilja, 1982- | ![]() |
Ilišević, Dijana | ![]() |
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