Manju Khan

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20122026

F_{2} D_{2 p}

9 citations · 9 across the 6 of their papers we have counts for

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math.RA2025

Cyclic codes of length $n$ over finite chain rings

Seema Antil, Gurleen Kaur, Manju Khan

In this paper, the cyclic codes of length $n$ , where $n$ is odd with certain restrictions, over a finite chain ring $R$ , have been studied using the structure of group algebra appr…

math.RA2013

Units in $F D_{2 p^{m}}$

Kuldeep Kaur, Manju Khan

In this note, we compute the order and provide the structure of the unit group $U (F D_{2 p^{m}})$ of the group algebra $F D_{2 p^{m}}$ , where $F$ is a finite field of characteris…

math.RA2013

Units in $F D_{2 p}$

Kuldeep Kaur, Manju Khan

In this paper, we present the structure of the group of *-unitary units in the group algebra $F D_{2 p}$ , where $F$ is a finite field of characteristic $p > 2$ , $D_{2 p}$ is the dihed…

math.RA2012★ 9 cited

UNITS IN $F_{2} D_{2 p}$

Kuldeep Kaur, Manju Khan

Let $p$ be an odd prime, $D_{2 p}$ be the dihedral group of order 2p, and $F_{2}$ be the finite field with two elements. If * denotes the canonical involution of the group algebra $…

Cyclic codes of length n over finite chain rings

Units in FD2pm​

Units in FD2p​

UNITS IN F2​D2p​

Cyclic codes of length $n$ over finite chain rings

Units in $F D_{2 p^{m}}$

Units in $F D_{2 p}$

UNITS IN $F_{2} D_{2 p}$