M. Malik

collaborators

2 papers

math.GR2012

A note on the action of $S L (m, Z_{n})$ on the ring $Z_{n}^{m}$

M. Aslam Malik, Muhammad Riaz

We know that $Z_{n}$ is a finite field for a prime number $n$ . Let $m, n$ be arbitrary natural numbers and let $\mathbb{Z}^m_n= \mathbb{Z}_n \times\mathbb{Z}_n\times...\times…

math.GR2012

Equivalent Binary Quadratic Form and the Extended Modular Group

M. Aslam malik, Muhammad Riaz

Extended modular group $Π ˉ =< R, T, U : R^{2} = T^{2} = U^{3} = (R T)^{2} = (R U)^{2} = 1 >$ , where $ R:z\rightarrow -\bar{z}, \sim T:z\rightarrow\frac{-1}{z},\simU:z\rightarrow\frac{-1}{z +1} $, has been u…

A note on the action of SL(m,Zn​) on the ring Znm​

Equivalent Binary Quadratic Form and the Extended Modular Group

A note on the action of $S L (m, Z_{n})$ on the ring $Z_{n}^{m}$