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1

Dr. Pankaj Kumar Sharma

Abstract:
In the present paper we have obtained some solutions of Einstein – Cartan field equations for static cylinder of perfect fluid using a judicious equation state and by choosing a suitable form of metric potential .We have taken the spins of all the individual particles composing the fluid to be alingned along axis of symmetry .Constants have been fixed using boundary conditions .Various physical parameters like pressure, density and spin density etc. have been also found and discussed.


1-8
2

Shashi Kumar

Abstract:
In this paper we have formed and discussed mathematical models for controlling pollution of water. The optimization problem arises because we want to minimize the total cost of the treatment and to obtain maximum improvement in the quality of water which is important for health care to the community.


9-15
3

Dr. Govind Kumar Singh & Dr. Mukund Kumar Singh

Abstract:
We analyse properties of some existing classes of non-continuous functions using the properties derived by Kariofills as well as some bitopological separation axioms, and conditions for its regularity and normality based on multivalued and single-valued functions. J. E. Kelly introduced the notion of different separation axioms for non-continuous function which have been further developed by Kariofillis on bitopological spaces by taking different separation axioms using a set of non-continuous functions introducing the concept of ij-θ-closure operator.


16-22
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