units in $f_{2^k}d_{2n}$
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ID: 165527
2014
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Abstract
Let $F_q D_{2n}$ be the group algebra of $D_{2n}$, the dihedral group of order $2n$ over $F_q=GF(q)$. In this paper, we establish the structure of $U(F_{2^k}D_{2n})$, the unit group of $F_{2^k}D_{2n}$ and that of its normalized unitary subgroup $V_*(F_{2^k}D_{2n})$ with respect to canonical involution $*$ when $n$ is odd.
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2014internationalunits
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| Authors | ;Neha Makhijani ;R. Sharma;2J. B. Srivastava |
| Journal | meditsina truda i promyshlennaya ekologiya |
| Year | 2014 |
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