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Commuting maps: a surveyBrešar, MatejPreslikava ▫$f$▫ na kolobarju ▫$A$▫ je komutirajoča, če ▫$f(x)$▫ komutira z ▫$x$▫ za vsak ▫$x$▫ iz ▫$A$▫. Članek opiše razvoj teorije komutirajočih preslikav in njenih aplikacij. Obravnavane so ... naslednje teme: komutirajoča odvajanja, komutirajoče aditivne preslikave, komutirajoče sledi mulitiaditivnih preslikav, različne posplošitve pojma komutirajočih preslikav, in aplikacije rezultatov o komutirajočih preslikavah na različnih področjih, predvsem v teoriji Liejevih algeber.Source: Taiwanese journal of mathematics = Táiwäan shùxué qäikäan. - ISSN 1027-5487 (Vol. 8, no. 3, 2004, str. 361-397)Type of material - article, component partPublish date - 2004Language - englishCOBISS.SI-ID - 13330265
Author
Brešar, Matej
Topics
Algebra |
matematika |
algebra |
prakolobar |
komutirajoča preslikava |
funkcijska identiteta |
Banachova algebra |
odvajanje |
Liejeve algebre |
linearni ohranjevalci |
ne zaključna dela |
mathematics |
algebra |
commuting map |
functional identity |
prime ring |
Banach algebra |
derivation |
Lie theory |
linear preservers
source: Taiwanese journal of mathematics = Táiwäan shùxué qäikäan. - ISSN 1027-5487 (Vol. 8, no. 3, 2004, str. 361-397)
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Brešar, Matej | 08721 |
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