Let 𝔽_q be the finite field of q elements and let
D_2n=⟨ x,y| x^n=1, y^2...
For any positive integers m and k, existing literature only determines
t...
Let F_2^m be a finite field of 2^m elements, and
R=F_2^m[u]/〈
u^k〉=F_2^m...
Let F_2^m be a finite field of cardinality 2^m,
R=F_2^m+uF_2^m (u^2=0) a...
Let p be an odd prime number, F_p^m be a finite field of
cardinality p^m...
Let F_2^m be a finite field of cardinality 2^m, λ and
k be integers sati...
Let m be an arbitrary positive integer and D_8m be a dihedral group of
o...
Let F_2^m be a finite field of cardinality 2^m and s a
positive integer....
In this paper, an explicit representation and enumeration for negacyclic...
Let F_p^m be a finite field of cardinality p^m where p is an
odd prime, ...
Let m,e be positive integers, p a prime number, F_p^m be a
finite field ...
Let R=Z_4[v]/〈
v^2+2v〉=Z_4+vZ_4 (v^2=2v) and n be an odd
positive intege...