H. C. Tang

activity

20212026

most citedA general family of Plotkin-optimal two-weight codes over

Z_{4}

4 citations · 4 across the 7 of their papers we have counts for

collaborators

Showing 2021Show all

3 papers · 1 filter

cs.IT2021

Quantum codes constructed from cyclic codes over the ring $F_{q} + v F_{q} + v^{2} F_{q} + v^{3} F_{q} + v^{4} F_{q}$

Djoko Suprijanto, Hopein Christofen Tang

In this article, we investigate properties of cyclic codes over a finite non-chain ring $F_{q} + v F_{q} + v^{2} F_{q} + v^{3} F_{q} + v^{4} F_{q},$ where $q = p^{r},$ …

cs.IT2021

Skew cyclic codes over $Z_{4} + v Z_{4}$ with derivation: structural properties and computational results

Djoko Suprijanto, Hopein Christofen Tang

In this work, we study a class of skew cyclic codes over the ring $R := Z_{4} + v Z_{4},$ where $v^{2} = v,$ with an automorphism $θ$ and a derivation $Δ_{θ},$ namely codes as m…

math.CO2021

Permutation-generated maps between Dyck paths

Kevin Limanta, Hopein Christofen Tang, Yozef Tjandra

In 2003, Deutsch and Elizalde defined a family of bijective maps between the set of Dyck paths to itself which is induced by some particular permutations. In this paper, we extend…

Quantum codes constructed from cyclic codes over the ring Fq​+vFq​+v2Fq​+v3Fq​+v4Fq​

Skew cyclic codes over Z4​+vZ4​ with derivation: structural properties and computational results

Permutation-generated maps between Dyck paths

Quantum codes constructed from cyclic codes over the ring $F_{q} + v F_{q} + v^{2} F_{q} + v^{3} F_{q} + v^{4} F_{q}$

Skew cyclic codes over $Z_{4} + v Z_{4}$ with derivation: structural properties and computational results