Author(s) |
Title |
Pages |
Burak Kaval and
Alpay Kirlangic
|
Scattering number and Cartesian product of graphs
|
401--412 |
|
On
the h-vectors of chessboard complexes |
413-421 |
A. Wilson Baskar and
P. Nataraj
|
A
note on average domination and independent domination numbers in
graphs |
423-430 |
Seda Gülen and Turgut Özişi
|
Solution of Hsu model by Crank-Nicolson and splitting method |
431-437 |
Marapureddy Murali
Krishna Rao |
Fuzzy graph of semigroup |
439-448 |
Marapureddy Murali
Krishna Rao |
Fuzzy left and right bi-quasi
ideals of semirings |
449-460 |
Mohammad Munir |
On
m-bi ideals in semigroups |
461-467 |
Ivan
Gutman |
Topological indices and irregularity measures |
469-475 |
Raju B. Jummannaver,
Ivan Gutman and
Ravikiran A. Mundewadi |
On
Zagreb indices and coindices of cluster graphs |
477-485
|
R.
Karthik and
N. Rajasekar
|
Weakly (1, 2)*-g-open
and weakly (1, 2)*-g-closed
functions |
487-496 |
K.
Arulmozhi,
V. Chinnadurai and
A. Swaminathan
|
Intuitionistic fuzzy weak
bi-ideals of
Г-near
rings |
497-508 |
Yeşim
Sağlam Özkan and
Sezayi Hzlyel
|
An
investigation of solution of first order complex
coefficients complex equation by using Aboodh transform |
509-515 |
Tahsin Oner and
Alper Ulker
|
A
note on Cohen-Macaulay skeletons of cycles and
vertex-decomposability |
517-521 |
Marapureddy Murali Krishna Rao
|
A
Study on isomorphism of algebraic graphs |
523-532 |
Marapureddy Murali Krishna Rao |
A study
of Γ−semiring M as a generalization of class of soft semirings
over M. |
533-541 |
B.
Venkateswarlu,
M. Murali Krishna Rao and
Y. Adi Narayana |
Orthogonal derivations on Γ−semirings |
543-552 |
P.Jeyanthi,
P. Nalayini and
T. Noiri |
*lm-Connectedness
in generalized topological spaces |
553-559 |
Anita Tomar,
Ritu Sharma,
Shivaangi Updayay and
Said Beloul
|
Common fixed point theorems in GP-metric space and applications |
561-574 |
Menaka
Menaka,
Marudai Marudai and
Mohammad Saeed Khan |
Common fixed points for S-weakly B-contraction mappings |
575-586 |
Richard Olu Awonusika |
On a spectral identity and
coefficients associated with Gegenbauer polynomials Cvk
(k
³
0, n
> -1/2) |
587-595 |