On self-dual negacirculant codes of index two and four
We study the asymptotic performance of quasi-twisted codes viewed as modules in the ring
R= F _q x/⟨ x^ n+ 1 ⟩, R= F qx/⟨ xn+ 1⟩, when they are self-dual and of length 2 n or 4 n. In …
R= F _q x/⟨ x^ n+ 1 ⟩, R= F qx/⟨ xn+ 1⟩, when they are self-dual and of length 2 n or 4 n. In …
The average dimension of the Hermitian hull of constayclic codes over finite fields of square order.
S Jitman, E Sangwisut - Advances in Mathematics of …, 2018 - search.ebscohost.com
The hulls of linear and cyclic codes have been extensively studied due to their wide
applications. The dimensions and average dimension of the Euclidean hull of linear and …
applications. The dimensions and average dimension of the Euclidean hull of linear and …
Some generalizations of good integers and their applications in the study of self-dual negacyclic codes.
S Jitman, S Prugsapitak… - Advances in Mathematics …, 2020 - search.ebscohost.com
Good integers introduced in 1997 form an interesting family of integers that has been
continuously studied due to their rich number theoretical properties and wide applications. In …
continuously studied due to their rich number theoretical properties and wide applications. In …
The Method for Solving Fixed Point Problem of G-Nonexpansive Mapping in Hilbert Spaces Endowed with Graphs and Numerical Example
W Khuangsatung, A Kangtunyakarn - Indian Journal of Pure and Applied …, 2020 - Springer
The main aim of this paper is to study a strong convergence theorem of viscosity
approximation method for G-nonexpansive mapping defined on a Hilbert space endowed …
approximation method for G-nonexpansive mapping defined on a Hilbert space endowed …
SRIM and SCRIM factors of over finite fields and their applications
A Boripan, S Jitman - Discrete Mathematics, Algorithms and …, 2021 - World Scientific
Self-Reciprocal Irreducible Monic (SRIM) and Self-Conjugate-Reciprocal Irreducible Monic
(SCRIM) factors of xn− 1 over finite fields have become of interest due to their rich algebraic …
(SCRIM) factors of xn− 1 over finite fields have become of interest due to their rich algebraic …
Some Generalizations of Good Integers and Their Applications in the Study of Self-Dual Negacyclic Codes
Good integers introduced in 1997 form an interesting family of integers that has been
continuously studied due to their rich number theoretical properties and wide applications. In …
continuously studied due to their rich number theoretical properties and wide applications. In …
The Average Dimension of the Hermitian Hull of Constayclic Codes over Finite Fields
S Jitman, E Sangwisut - arXiv preprint arXiv:1702.00275, 2017 - arxiv.org
The hulls of linear and cyclic codes have been extensively studied due to their wide
applications. In this paper, the average dimension of the Hermitian hull of constacyclic codes …
applications. In this paper, the average dimension of the Hermitian hull of constacyclic codes …
Self-dual codes over F_q+ uF_q+ u^ 2 F_q and applications
P Choosuwan, S Jitman - Journal of Algebra Combinatorics …, 2020 - jacodesmath.com
Self-dual codes over finite fields and over some finite rings have been of interest and
extensively studied due to their nice algebraic structures and wide applications. Recently …
extensively studied due to their nice algebraic structures and wide applications. Recently …
[PDF][PDF] Self-dual codes over Fq Fq and applications
P Choosuwan, S Jitman - core.ac.uk
Self-dual codes over finite fields and over some finite rings have been of interest and
extensively studied due to their nice algebraic structures and wide applications. Recently …
extensively studied due to their nice algebraic structures and wide applications. Recently …
Self-dual codes over and applications
P Choosuwan, S Jıtman - Journal of Algebra Combinatorics Discrete … - dergipark.org.tr
Self-dual codes over finite fields and over some finite rings have been of interest and
extensively studied due to their nice algebraic structures and wide applications. Recently …
extensively studied due to their nice algebraic structures and wide applications. Recently …