Title of article :
characterization of jordan $\{g, h\}$-derivations over matrix algebras
Author/Authors :
ghosh, arindam government polytechnic kishanganj - department of mathematics, kishanganj, india , prakash, om indian institute of technology patna - department of mathematics, patna, india
Abstract :
in this article, we characterize fg; hg-derivation on the upper triangular matrix algebra tn(c) and prove that every jordan fg; hg-derivation over tn(c) is a fg; hg-derivation under a certain condition, where c is a 2-torsion free commutative ring with unity 1 ̸= 0. also, we study fg; hg-derivation and jordan fg; hg-derivation over full matrix algebra mn(c).
Keywords :
derivation , upper triangular matrix algebra , matrix algebra
Journal title :
Journal of Algebraic Systems
Journal title :
Journal of Algebraic Systems
