activity
20152024
most citedConstruction of Four Completely Independent Spanning Trees on Augmented Cubes

1 citations · 3 across the 12 of their papers we have counts for

collaborators

13 papers

math.CO2024

Strong zero-divisor graph of p.q.-Baer -rings

Anil Khairnar, Nana Kumbhar, B. N. Waphare

In this paper, we study the strong zero-divisor graph of a p.q.-Baer -ring. We determine the condition on a p.q.-Baer -ring (in terms of the smallest central projection in a…

math.RA2024

On Unitification of -rings

Sanjay More, Anil Khairnar, B. N. Waphare

S. K. Berberian raised the open problem ``Can every weakly Rickart -ring be embedded in a Rickart -ring? with preservation of right projections?" Berberian has given a partia…

math.CO2022★ 1 cited

On the characterization of Eulerian -splitting -matroids

Uday Jagadale, Prashant Malavadkar, Sachin Gunjal +1

The -splitting operation on binary bridge-less matroids never produces an Eulerian matroid. But for matroids representable over called -matroids, the -spl…

math.CO2018

Decomposition of Augmented Cubes into Regular Connected Pancyclic Subgraphs

S. A. Kandekar, Y. M. Borse, B. N. Waphare

In this paper, we consider the problem of decomposing the augmented cube into two spanning, regular, connected and pancyclic subgraphs. We prove that for and $ 2…

math.CO2018

Connectivity and edge-bipancyclicity of hamming shell

S. A. Mane, B. N. Waphare

An Any graph obtained by deleting a Hamming code of length n from a n-cube Qn is called as a Hamming shell. It is well known that a Hamming shell is vertex-transitive, edge-transit…

math.CO2018

Decompositions of -Cube into -Cycles

S. A. Tapadia, B. N. Waphare, Y. M. Borse

It is known that the -dimensional hypercube for even, has a decomposition into -cycles for with In this paper, we prove that $Q…