Imran Anwar

activity

20062026

most citedRegularity of ideals of Borel type is linearly bounded

6 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.AC2026

Cohen--Macaulayness of $Inc (N)$ -Invariant Chains of Edge Ideals

Imran Anwar, Mughees Ghayas, Azhar Javed

Let $(G_{n})_{n \geq n_{0}}$ be a family of graphs on $[n]$ whose edge ideals $I_{n} \subseteq R_{n} = k [x_{1}, \dots, x_{n}]$ form an $Inc (N)$ -invariant chain, $I_{n+r}=\mathrm{Inc…

math.AC2019

Cohen Macaulay Hybrid Graphs

Safyan Ahmad, Imran Anwar, Fazal Abbas

We introduce a new family of graphs, namely, hybrid graphs. There are infinitely many hybrid graphs associated to a single graph. We show that every hybrid graph associated to a gi…

math.AC2006★ 6 cited

Regularity of ideals of Borel type is linearly bounded

Sarfraz Ahmad, Imran Anwar

We show that the regularity of monomial ideals whose associated prime ideals are totally ordered by inclusion is linearly bounded.

Cohen--Macaulayness of Inc(N)-Invariant Chains of Edge Ideals

Cohen Macaulay Hybrid Graphs

Regularity of ideals of Borel type is linearly bounded

Cohen--Macaulayness of $Inc (N)$ -Invariant Chains of Edge Ideals