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Additive sigma-random operator inequality and rhom derivations in fuzzy Banach algebras
Additive sigma-random operator inequality and rhom derivations in fuzzy Banach algebras
Autori:
Časopis: Scientific Bulletin. Applied Mathematics and Physics
Volume, no: 82 , 2
ISSN: 1223-7027
DOI: https://www.scientificbulletin.upb.ro/rev_docs_arhiva/full68c_964764.pdf
Stranice: 3-14
Link: https://www.scimagojr.com/journalsearch.php?q=25805&tip=sid
Apstrakt:
In this paper, we solve an additive sigma-random operator inequality and by the fixed point technique, we get an approximation of mentioned additive sigma-random operator in fuzzy Banach spaces. Also, we get an approximation of rhom-derivations in fuzzy complex Banach algebras.
Ključne reči: approximation; rhom-derivation in Banach algebra; additive sigma-random operator; fixed point.
Kategorije objave:
Bibliografske reference nastavnika Univerziteta Singidunum
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