1 citations · 1 across the 5 of their papers we have counts for
5 papers
Base Polynomials for Schultz Invariants of Linear Phenylenes
Abdul Rauf Nizami, Muhammad Aslam Malik, Zahid Mahmood
Let be the molecular graph of linear phenylene, and the graph obtained by attaching 4-membered cycles to terminal hexagons of . Thus, is the…
A note on the action of on the ring
M. Aslam Malik, Muhammad Riaz
We know that is a finite field for a prime number . Let be arbitrary natural numbers and let $\mathbb{Z}^m_n= \mathbb{Z}_n \times\mathbb{Z}_n\times...\times…
Equivalent Binary Quadratic Form and the Extended Modular Group
M. Aslam malik, Muhammad Riaz
Extended modular group , where $ R:z\rightarrow -\bar{z}, \sim T:z\rightarrow\frac{-1}{z},\simU:z\rightarrow\frac{-1}{z +1} $, has been u…
Orbits of $\QQ^*(\sqrt{n})$ under the action of Modular Group
M. Riaz, M. Aslam Malik
Coset diagrams have been used to study quotients, orbits, subgroups and structure of the finitely generated groups. In this paper we use coset diagrams and modular arithmetic to de…
G-subsets and G-orbits of Q(sqrt n) under action of the modular group
M. Aslam Malik, M. Riaz
It is well known that represents the modular group , where are linear fractiona…