Author(s):
1. Mehwish Javed:
Department of Mathematics, UMT Lahore, Pakistan
2. Agha Kashif:
Department of Mathematics, UMT Lahore, Pakistan
Abstract:
In this article, we present important combinatorial and algebraic properties of spanning simplicial complex (SSC) of the generalised Jahangir’s graph Jm,k. We describe the relation to find f−vectors associated to ?s(Jm,k) and determine the Hilbert series for the SR-ring K?s(Jm,k) .In the end, we present the associated primes of the facet ideal IF (?s(Jm,k) and the Cohen-Macaulay characterization of the SR-ring of ?s(Jm,k).
Page(s):
99-115
DOI:
DOI not available
Published:
Journal: Punjab University Journal of Mathematics, Volume: 55, Issue: 3, Year: 2023
Keywords:
Face Ring
,
Simplicial Complexes
,
Spanning Trees
,
Hilbert Series
,
Cohen
,
fvectors
References:
References are not available for this document.
Citations
Citations are not available for this document.