@article{article_168458, title={The unit group of group algebra $F_qSL(2;Z_3)$}, journal={Journal of Algebra Combinatorics Discrete Structures and Applications}, volume={3}, pages={1–6}, year={2016}, DOI={10.13069/jacodesmath.83854}, author={Maheshwari, Swati and Sharma, R. K.}, keywords={Group algebra, Unit group, Finite field}, abstract={Let $\F_q$ be a finite field of characteristic $p$ having $q$ elements, where $q = p^k$ and $p\ge 5$.  Let $ SL(2,\Z_3)$ be the special linear group of $2\times2$ matrices with determinant $1$ over $\Z_3$. In this note we establish the structure of the unit group of $\F_q SL(2,\Z_3)$.}, number={1}, publisher={iPeak Academy}