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- W3196197870 abstract "In a complicated subtraction ($c$-subtraction) algebra $X$, the notion of a new kind of derivation is introduced on $X$ called $(T,Gamma,Upsilon)$-derivation such that $F$ is monotone, as a generalization of derivation of $c$-subtraction and characterized some of its relevant properties. Some equivalent conditions provided on a $c$-subtraction algebra by the notion of isotone $(T,Gamma,Upsilon)$-derivation on $X$. By using the concept of isotone derivation, we study some interesting properties of it by the notion of $(T,Gamma,Upsilon)$-derivation when $F$ is monotone. Finally, generalized $(T,F)$-derivation on $c$-subtraction algebra is defined determined by a $T$-derivation $d_T$ and discussed." @default.
- W3196197870 created "2021-08-30" @default.
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- W3196197870 date "2021-08-14" @default.
- W3196197870 modified "2023-09-26" @default.
- W3196197870 title "Generalized $(T,Gamma,Upsilon)$-derivations on $c$-subtraction algebras" @default.
- W3196197870 hasPublicationYear "2021" @default.
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