activity
20182020
most citedThe condition for a cyclic code over Z4 of odd length to have a complementary dual

2 citations · 2 across the 2 of their papers we have counts for

collaborators

9 papers

math.AC2020

Some properties of pseudomeadows

Hamid Kulosman

The purpose of this paper is to study the commutative pseudomeadows, the structure which is defined in the same way as commutative meadows, except that the existence of a multiplic…

math.AC2019

The formula for the largest minimal distance of binary LCD codes

Seth Gannon, Hamid Kulosman

In the 2017 paper by Dougherty, Kim, Ozkaya, Sok, and Solé about the linear programming bound for LCD codes the notion was defined for binary LCD -codes.…

math.RA20192 cited

The condition for a cyclic code over Z4 of odd length to have a complementary dual

Seth Gannon, Hamid Kulosman

We show that a necessary and sufficient condition for a cyclic code C over Z4 of odd length to be an LCD code is that C=(f(x)) where f is a self-reciprocal polynomial in Z4[X].

math.AC2019

Some remarks about trunks and morphisms of neural codes

Katie Christensen, Hamid Kulosman

We give intrinsic characterizations of neural rings and homomorphisms between them. Also we introduce the notion of a basic monomial code map and characterize monomial code maps as…

math.AC2018

The number of addends in the decomposition of an element of a numerical semigroup into atoms

Hamid Kulosman

We prove that for every nonempty set of integers bigger than , which has at most three elements, there exists a numerical semigroup and an element of such that a…

math.AC2018

A new simple example of an atomic domain which is not ACCP

Hamid Kulosman

We give a new simple example of an atomic domain which is not ACCP. Our example is a monoid domain , where is a field and is a submonoid of the additive monoid of n…