P. Manju

collaborators

2 papers

math.NT2026

Twisted Derivations in Algebraic Number Fields

Praveen Manju, Rajendra Kumar Sharma

Let $A$ be a commutative ring with unity and $B = A [I^¸]$ be an integral extension of $A$ . Assume that $B$ is an integral domain with quotient field $K$ and $E$ is…

math.NT2026

$(I ¨ , I ¨ )$ -Derivations of Number Rings with Coding Theory Applications

Praveen Manju, Rajendra Kumar Sharma

In this article, we study $(I ¨ , I ¨ )$ -derivations of number rings by considering them as commutative unital $Z$ -algebras. We begin by characterizing all $(I ¨ , I ¨ )$ -derivati…

Twisted Derivations in Algebraic Number Fields

(I¨,I¨)-Derivations of Number Rings with Coding Theory Applications

$(I ¨ , I ¨ )$ -Derivations of Number Rings with Coding Theory Applications