Imran Anwar

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20132017

most citedSpanning Simplicial Ccomplexes of Uni-Cyclic Graphs

13 citations · 16 across the 3 of their papers we have counts for

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math.AC2017★ 3 cited

On Algebraic Characterization of SSC of the Jahangir's Graph $J_{n, m}$

Zahid Raza, Agha Kashif, Imran Anwar

In this paper, some algebraic and combinatorial characterizations of the spanning simplicial complex $Δ_{s} (J_{n, m})$ of the Jahangir's graph $J_{n, m}$ are explor…

math.AC2015

Algebraic characterization of the SSC $Δ_{s} (G_{n, r}^{1})$

Agha Kashif, Zahid Raza, Imran Anwar

In this paper, we characterize the set of spanning trees of $G_{n, r}^{1}$ (a simple connected graph consisting of $n$ edges, containing exactly one $1$ -edge-connected chain…

math.AC2013★ 13 cited

Spanning Simplicial Ccomplexes of Uni-Cyclic Graphs

Imran Anwar, Zahid Raza, Agha Kashif

In this paper, we introduce the concept of spanning simplicial complexes $Δ_{s} (G)$ associated to a simple finite connected graph G. We give the characterization of all spanning tree…

On Algebraic Characterization of SSC of the Jahangir's Graph Jn,m​

Algebraic characterization of the SSC Δs​(Gn,r1​)

Spanning Simplicial Ccomplexes of Uni-Cyclic Graphs

On Algebraic Characterization of SSC of the Jahangir's Graph $J_{n, m}$

Algebraic characterization of the SSC $Δ_{s} (G_{n, r}^{1})$