activity
20202022
most citedQuasi f-Simplicial Complexes and Quasi f-Graphs

1 citations · 2 across the 7 of their papers we have counts for

collaborators

7 papers

hep-th2022

Operator Deformations and T-duality via Parallel Transport

Hasan Mahmood, R. A. Reid-Edwards

We consider deformations of CFTs from the perspective of parallel transport in moduli space. In particular, we show how the deformations of individual operators can be computed and…

math.AC2021

Characterization and Newton Complementary Dual of Quasi -Ideals

F. U. Rehman, H. Hasan, H. Mahmood +1

The notion of quasi -ideals was first presented in which generalize the idea of -ideals. In this paper, we give the complete characterization of quasi -ideals of de…

math.AC20201 cited

Classification of Planar Graphs Associated to the Ideal of the Numerical Semigroup

Muhammad Ahsan Binyamin, Wajid Ali, Adnan Aslam +1

Let be a numerical semigroup and be an ideal of . The graph assigned to an ideal of is a graph with elements of as vertices…

math.AC2020

Density of -ideals and -ideals in mixed small degrees

Huy TÀi HÀ, Graham Keiper, Hasan Mahmood +1

A squarefree monomial ideal is called an -ideal if its Stanley-Reisner and facet simplicial complexes have the same -vector. We show that -ideals generated in a fixed degr…

math.CO20201 cited

Quasi f-Simplicial Complexes and Quasi f-Graphs

Hasan Mahmood, Fazal Ur Rehman, Thai Thanh Nguyen +1

The notion of -ideal is recent and has so far been studied in several papers. In \cite{qfi}, the idea of -ideal is generalized to quasi -ideals, which is much larger class…

math.AC2020

Quasi f-Ideals

Hasan Mahmood, Fazal Ur Rehman, Thai Thanh Nguyen +1

The notion off-ideals is recent and has been studied in the papers[1] [2], [5], [10], [11], [12], [13], [14] and [15]. In this paper, we have generalized the idea off-ideals to qua…