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  1. Home
  2. Browse by Author

Browsing by Author "Parvathi, A"

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    1 In vitro antioxidative and antimicrobial activity of silver nanoparticles synthesized from Glycyrrhiza glabra root extract
    (2018-04) Iswarya, A; Parvathi, A
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    1 Partial purification and characterization of Protease produced by Bacillus subtilis and Bacillus nakamurai isolated from the vegetable waste compost soil
    (2018-04) Rajalakshmi, B; Parvathi, A
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    {\ ,2Ty/ g- CLOSED FUNCTIONS IN BITOPOLOGICAL SPACES
    (2012) Parvathi, A
    I n this paper, we introduce (I, 2) * - y / g -closed functions from a bitopological space X to a bitopological A space Y as the image o f every r inclosed set is (I, 2)*- ip g dosed. Also we discuss about Almost A (I, 2)* - i p g -closedfunctions. Properties, characterizations and applications are studied.
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    Applications of Operations Research in Business and Medicine
    (2011-05) Sangeetha, P; Parvathi, A
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    Between a-closed sets and ga -closed sets
    (2016) Parvathi, A
    In this paper we introduce and study a new class o f generalized closed sets called x;/ a -dosed sets in topological spaces. IVe analyze the relations between xp a -dosed sets with already existing closed sets. We discuss some basic properties o f y/ a-closed sets The class o f xp a-closed sets is properly placed between the class o f a-closed sets and the class o f (resp. xp)-dosed sets. We prove that the class o f xp a- closed sets form a topology.
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    Between a-closed sets and g„ -closed sets
    (2016) Parvathi, A; Balamani, N
    In this paper we introduce and study a new class o f generalized closed sets called \p a -closed sets in topological spaces. We analyze the relations between [p a -closed sets with already existing closed sets. We discuss some basic properties o f xp a -d o sed sets The class o f ip a-closed sets is properly placed between the class o f a-closed sets and the class o f (resp. xpfclosed sets. We prove that the class o f xp a- closed sets form a topology.
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    Certain Studies on the Impact of Inspection Errors on the Performance of Inspection Plans
    (2018-04) Divyapriya, G; Parvathi, A
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    Certain Studies Relating to Design of Acceptance Sampling Plans Using Weighted Poisson Distribution
    (2014-03) Geetha, S; Parvathi, A
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    Certain Studies Relating to Hybrid Censored Data
    (2014-03) Bamaruckmani, K; Parvathi, A
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    Characterisation of Fuzzy Subgroups of a Finite Cyclic Group
    (1996-05) Jayalakshmi, S; Parvathi, A
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    A Comparison of Unreliable MX/G/1 Queueing System under Multiple Adapted Vacation Policy with Classical Vacation Policies
    (2018-04) Jyothi N; Parvathi, A
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    Design of Life Test Group Acceptance Sampling Plans
    (2014-03) Prema, M; Parvathi, A
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    Discrete-Time Geo/G/1 Retrial Queues
    (2009-04) Sangeetha, N; Parvathi, A
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    Economic Analysis of Continuous Sampling Plan
    (2014-03) Suganya, S; Parvathi, A
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    Fixed Point Theorems for Fuzzy Mappings in Complete Metric Spaces and in Complete Quasi-Pseudo-Metric Spaces
    (2010-04) Gomathy, L; Parvathi, A
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    Fuzzy Topological Boolean Algebras
    (1998-04) Hema Priya, D; Parvathi, A
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    Fuzzy Total Coloring and Chromatic Number of a Complete Fuzzy Graph
    (2013) Parvathi, A
    For a graph Gk = (U o, p,), a fuzzy coloring function assigns values to each of the vertices and edges in such a way that no two adjacent vertices and incident edges share the same color. In this paper we introduce the concept of k-fuzzy total coloring on a complete fuzzy graph. We determine the chromatic number for a complete fuzzy graph Gk, with fuzzy set of vertices and fuzzy set of edges in terms of family of fuzzy sets.
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    GENERALIZED SEMI CLOSED SETS IN BIGENERALIZED TOPOLOGICAL SPACES
    (2011) Parvathi, A
    T h e aim o f the paper is to introduce the concept o f p -generalized semi closed sets in bigeneralized topological spaces and study some o f their properties. Mathematics Subject Classification: 54A05.
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    gpi - Compactness and gjr-Connectedness Topological Spaces
    (2011) Parvathi, A
    This paper deals with gn-compact spaces and their properties by using nets, filter base and gn-coniplete accumulation points. The notion of gn-connectedness in topological spaces is also introduced and their properties are studied.
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    Gpi- Closed Sets in Bi "'Cech Closure Spaces
    (2011) Parvathi, A
    I n this paper, we introduce the concepts o f gn- closed and gn- open sets in BiC'ech closure space and study some of their properties.
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