Katta Madhusudhan Reddy

Let R be a prime ring and U be a nonzero lie ideal of R. A symmetric bi-additive mapping D(., .): R × R → R is called a symmetric bi-derivation and d is a trace of D. In this paper we shall show that U ⊆ Z(R) such that R admitting the trace d satisfying the several conditions of symmetric left bi-derivation. © 2019 Forum-Editrice Universitaria Udin...

Quadri et al proved that if R is an associative ring satisfying the identity(x∘y)² = x² ∘ y² for all x, y in R, then R is commutative. Many results have been proved for associative rings. This paper contains generalization of some results on nonassociative rings with unity. Jordan product type identities were takenin the center of nonassociative ri...

The study of graph labeling has focused on finding classes of graphs which admits a particular type of labeling. In this paper we consider a particular class of graph which demonstrates Reverse super vertex magic labeling. The classes we consider here is a complete graph Kn. The reverse vertex magic labeling on a graph with v vertices and e edges w...

In this paper, we prove that the reverse super edge-magic strength of some different festoon trees. © 2014, Forum-Editrice Universitaria Udinese SRL. All rights reserved.

In this paper we prove that the extended Duplicate graph of a path is a reverse super edge-magic.