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VIMALA C
VIMALA C
Department of Mathematics, Periyar Maniammai University
Verified email at pmu.edu
Title
Cited by
Cited by
Year
Gracefulness of a spanning tree of the graph of product of Pm and Cn
A Solairaju, A Sasikala, C Vimala
The Global Journal of Pure and Applied Mathematics of Mathematical Sciences …, 2008
212008
Gracefulness of a spanning tree of the graph of Cartesian product of Sm and Sn
A Solairaju, C Vimala, A Sasikala
The Global Journal of Pure and Applied Mathematics of Mathematical Sciences …, 2008
192008
Edge-odd Gracefulness of a spanning tree of Cartesian product of P2 and Cn
A Solairaju, A Sasikala, C Vimala
Pacific-Asian Journal of Mathematics 3 (1-2), 39-42, 2009
92009
Edge-Odd Gracefulness of the Graph S22Sn
A Solairaju, C Vimala, A Sasikala
International journal of computer applications 975 (8887), 9, 2010
42010
Edge-Odd Gracefulness of Cartesian product of C3 andCN
A Solairaju, A Sasikala, C Vimala
International Journal of Computer Applications 975, 8887, 2010
22010
Edge-Odd Gracefulness of Cartesian product of C3 andCN
A Solairaju, A Sasikala, C Vimala
International Journal of Computer Applications 975, 8887, 2010
22010
Edge-odd Gracefulness of C3 Θ Pn and C3 Θ 2pn
A Solairaju, C Vimala, A Sasikala
International Journal of Computer Applications 975, 8887, 2010
22010
Edge odd gracefulness of product of P2 and Cn
DA Solairaju, A Sasikala, C Vimala
International journal of computer applications, 00975-8887, 2010
12010
Edge-Odd Gracefulness of C 3? PN and C 3? 2 PN
A Solairaju, C Vimala, A Sasikala
International Journal of Computer Applications 10 (9), 2010
12010
TWO MODULO THREE GRACEFUL LABELING OF SOME GRAPHS
C VIMALA, V POOVILA
2022
A study on Edge Even graceful labeling of some graphs
VP C. Vimala
International Journal of Scientific Research in Engineering and Management …, 2021
2021
A study on vertex odd & vertex even mean labeling of some graphs
MG C. Vimala
Compliance Engineering Journal 12 (4), 430-438, 2021
2021
POWER MEAN LABELING OF THE GRAPHS
C VIMALA, SM PRINCY
2021
Edge odd gracefulness of Cartesian product of [P. sub. 4] and [C. sub. n]
A Solairaju, A Sasikala, C Vimala
International Journal of Computational and Applied Mathematics 6 (3), 261-267, 2011
2011
Edge Odd Gracefulness of 2-NC4, 3-NC4, 4-NC4
A Solairaju, A Sasikala, C Vimala
International Journal of Computer Applications 975, 8887, 2010
2010
Edge-odd Gracefulness of PM Θ SN, for M= 5, 6, 7, 8
A Solairaju, C Vimala, A Sasikala
International Journal of Computer Applications 975, 8887, 2010
2010
Edge-odd gracefulness of C3 Pn and C3 2Pn
ASCVA Sasikala
2010
Graphs with Unique Simple Graphoidal Cover
AS A.Solairaju, C.Vimala
International Review of Mathematics 5 (1-2), 133-138, 2010
2010
Edge-Odd Gracefulness of Sm, n
AS A.Solairaju, C.Vimala
International Journal of Applied Mathematical Analysis and Applications 5 (2 …, 2010
2010
Edge-Odd Gracefulness of PM Q S5
AS A.Solairaju, C. Vimala
International Review of Mathematics 5 (1-2), 129-132, 2010
2010
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