dinesh sarvate
dinesh sarvate
College of Charleston/University of Charleston
Verified email at cofc.edu
TitleCited byYear
Group Divisible Designs with Two Associate Classes: n= 2 orm= 2
HL Fu, CA Rodger
Journal of Combinatorial Theory, Series A 83 (1), 94-117, 1998
The existence of group divisible designs with first and second associates, having block size 3
HL Fu, CA Rodger, DG Sarvate
Ars Combinatoria 54, 33-50, 2000
On the union-closed sets conjecture
DG Sarvate, JC Renaud
Ars Combinatoria 27, 149-154, 1989
2-(v, k, λ) Designs of Small Order, The CRC Handbook of Combinatorial Designs, edited by C. Colbourn and J. Dinitz
R Mathon, A Rosa
CRC Press, 1996
Improved bounds for the union-closed sets conjecture
DG Sarvate, JC Renaud
Ars Combinatoria 29, 181-185, 1990
On balance index sets of one-point unions of graphs
H Kwong, SM Lee, DG Sarvate
J. Combin. Math. Combin. Comput 66, 113-127, 2008
Encryption methods based on combinatorial designs
DG Sarvate, J Seberry
Generalised Bhaskar Rao designs with block size 3 over Z4
W De Launey, DG Sarvate, J Seberry
Basser Department of Computer Science, University of Sydney, 1985
Group divisible designs with three groups and block size four
D Henson, DG Sarvate, SP Hurd
Discrete mathematics 307 (14), 1693-1706, 2007
Odd and even group divisible designs with two groups and block size four
SP Hurd, DG Sarvate
Discrete mathematics 284 (1-3), 189-196, 2004
Non-existence of certain GBRDs
W de Launey, DG Sarvate
Ars Combin 18, 5-20, 1983
Group divisible designs with block size four and two groups
SP Hurd, DG Sarvate
Discrete Mathematics 308 (13), 2663-2673, 2008
A new type of block design
DG Sarvate, W Beam
Bulletin of the ICA 50, 26-28, 2007
Minimal enclosings of triple systems I: adding one point
SP Hurd, P Munson, DG Sarvate
Ars Combinatoria 68, 145-159, 2003
A note of the union-closed sets conjecture
RM Norton, DG Sarvate
Journal of the Australian Mathematical Society 55 (3), 411-413, 1993
A family of connected quasi-strongly regular graphs
WL Golightly, WH Haynsworth, DG Sarvate
Congressus Numerantium, 89-96, 1997
On F-squares and their critical sets
LF Fitina, J Seberry, D Sarvate
Some results on directed and cyclic designs
DG Sarvate
ARS COMBINATORIA 19 (MAY), 179-190, 1985
A note on small defining sets for some SBIBD (4t-1, 2t-1, t-1)
D Sarvate, J Seberry
Group divisible designs with two association classes
A Chaiyasena, SP Hurd, N Punnim, DG Sarvate
JCMCC-Journal of Combinatorial Mathematicsand Combinatorial Computing 82, 179, 2012
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