Mathematics, Applied Mathematics, Algebra and Number Theory, Analysis
12
Scopus Publications
Scopus Publications
Chromatic polynomial of domination subdivision non stable graphs , A. Elakkiya, M. Yamuna, and International Journal of Innovative Technology and Exploring Engineering, 2019 A graph G is said to be domination subdivision non stable ( DSNS ) if ( Gsduv ) = ( G ) + 1 for all u, v V ( G ), u adjacent to v. In this paper, we provide a method of determining the chromatic polynomial of DSNS graph from G.
Review on mathematical models in drug discovery, development and treatments of various diseases M Yamuna, A Elakkiya Research Journal of Pharmacy and Technology, 2018 Drug is considered as one of the most important necessity to all of us. A mathematical model plays an important role in drug development and drug discovery. In this short survey we have presented a brief note on the contribution of mathematical models to drug discovery, development and several therapies.
Mathematical models in drug discovery, development and treatment of various diseases – A case study M Yamuna, A Elakkiya Research Journal of Pharmacy and Technology, 2017 Drug is considered as one of the most important necessity to all of us. A mathematical model plays an important role in drug development and drug discovery. In this short survey we have presented a brief note on the contribution of mathematical models to drug discovery, development and several therapies.
Planar graph characterization of γ - Uniquely colorable graphs M Yamuna, A Elakkiya Iop Conference Series Materials Science and Engineering, 2017 A graph G = ( V, E ) is uniquely colorable if the chromatic number χ ( G ) = n and every n – coloring of G induces the same partition of V. Uniquely colorable graphs whose chromatic partition contains at least one γ - set is γ - uniquely colorable graphs In this paper, we characterize the planarity of γ - uniquely colorable graphs.
Non - Domination subdivision stable graphs M Yamuna, A Elakkiya Iop Conference Series Materials Science and Engineering, 2017 Subdividing an edge in the graph may increase the domination number or remains the same. In this paper, we introduce a new kind of graph called non - domination subdivision stable graph (NDSS). We obtain a necessary and sufficient condition for a graph to be NDSS. We provide a constructive characterization of NDSS trees and a MATLAB program for identifying NDSS graphs.
Planar graph characterization of NDSS graphs M Yamuna, A Elakkiya Iop Conference Series Materials Science and Engineering, 2017 Planar graph characterization is always of interest due to its complexity in characterization. In this paper, we obtain a necessary and sufficient condition for a graph to be NDSS and hence characterize the planarity and outer – planarity of its complement G¯.
γ - Uniquely colorable graphs M Yamuna, A Elakkiya Iop Conference Series Materials Science and Engineering, 2017 A graph G = ( V, E ) is uniquely colorable if the chromatic number χ ( G ) = n and every n – coloring of G induces the same partition of V. In this paper, we introduce a new kind of graph called γ - uniquely colorable graphs. We obtain a necessary and sufficient condition for a graph to be γ - uniquely colorable graphs. We provide a constructive characterization of γ - uniquely colorable trees.
Development of alternate fault tolerant minimum weighted spanning tree using vertex, edge connectivity International Journal of Pharmacy and Technology, 2016
Position matrix in DNA sequence alignment with gaps Der Pharmacia Lettre, 2015
Periodic table in medical molecular formula safe transfer Der Pharmacia Lettre, 2015
Chemical equation representation as directed graph Der Pharma Chemica, 2015
