### Browsed byCategory: Number 3

I.Sahul Hamid, H.Shanmuga Priya and A.Anitha, Simple Geodesic Path Covers and Helly Property, Volume 2017, Number 3, Pages 34-39, 2017

## I.Sahul Hamid, H.Shanmuga Priya and A.Anitha, Simple Geodesic Path Covers and Helly Property, Volume 2017, Number 3, Pages 34-39, 2017

Abstract: A \emph{simple geodesic path cover} $\mathcal{SGPC}$ of a graph $G$ is a decomposition of $G$ into shortest paths such that any two members of the decomposition share at most one vertex. The minimum cardinality of a simple geodesic path cover of $G$ is called...

Ram U. Verma, Semiinfinite multiobjective fractional programming problems using exponential type generalized invexities, Volume 2017, Number 3, Pages 16-33, 2017

## Ram U. Verma, Semiinfinite multiobjective fractional programming problems using exponential type generalized invexities, Volume 2017, Number 3, Pages 16-33, 2017

Abstract: In this paper, first a class of second order exponential type hybrid $(\alpha$, $\beta$, $\gamma$, $\eta$, $\rho$, $h(\cdot,\cdot)$, $\kappa(\cdot,\cdot)$, $\omega(\cdot,\cdot,\cdot)$, $\varpi(\cdot,\cdot,\cdot)$, $\theta)$-invexities is introduced, and then a class of parametrically sufficient efficiency conditions based on the second order exponential type hybrid invexities is established....

Do Ngoc Diep, On the Twisted KK-Theory and Positive Scalar Curvature Problem, Volume 2017, Number 3, Pages 9-15, 2017

## Do Ngoc Diep, On the Twisted KK-Theory and Positive Scalar Curvature Problem, Volume 2017, Number 3, Pages 9-15, 2017

Abstract: Positiveness of scalar curvature and Ricci curvature requires vanishing the obstruction $\theta(M)$ which is computed in some KK theory of C*-algebras index as a pairing of spin Dirac operator and Mishchenko bundle associated to the manifold. U. Pennig had proved that the obstruction $\theta(M)$...

Anjana Bhattacharyya, Some Properties of fgs*-Continuous Functions, Volume 2017, Number 3, Pages 1-8, 2017

## Anjana Bhattacharyya, Some Properties of fgs*-Continuous Functions, Volume 2017, Number 3, Pages 1-8, 2017

Abstract: This paper is a continuation of [7]. In this paper we have introduced and characterized fgs*-regular and fgs*-normal spaces. In Section 4, a new type of fuzzy T2-space, viz., fgs*-T2 space is introduced and shown that fgs*-T2-space remains invariant under inverse image of fgs*-irresolute function....