Close Search
mask-group
FACULTY

Mr. Pushpa N Assistant Professor

School of Applied Sciences

Mr. Pushpa N

Specialization

Graph Theory

Qualification

Ph.D,:Pursuing/VTU-Belagavi, M.Sc. : 2007/Bangalore University-Bangalore.

Teaching Experience

18 years of academic experience

Orcid ID

0000-0002-7242-0085

Publications In Refereed Journals

Key Publications (Only Q1 & Q2 rated):

  •  N. Pushpa, C. Venkate Gowda, C.R. Aprameya, H. Harish, Bharath Kumar Shanmugam e, Shashank Karigowda d, L. Nagendra, Characterization of polymer matrix with Tectona grandis and tamarind natural fiber hybrid composite, Materials Today: Proceedings,September 2023, 2214-7853. (Q2 rated)
  • C. Venkate Gowda , T. K. Nagaraja, K. B. Yogesha, R. Prem Chand, M. C. Manjunatha, Shrishali Sollapur, C. J.       Manjunath, N. Pushpa, Study on Structural Behaviour of HVOF-Sprayed NiCr/Mo Coating,      journal of the institution of engineers, Jan 2024. (Q2 rated)
  • C. Venkate Gowda,  K. B. Yogesha, H. R. Manjunath,  N. Pushpa,  Rajashekhar Hosalli, Nagraj Patil, V.   Sandeep,   Effect of Delamination Size on the Natural Frequency of Twintex and Natural Fi  bre/Poly Propylene Hybrid Composite Cantilever Beam, journal of the institution of engi neers, Jan 2024. (Q2 rated)

Other Publications :

  • Pushpa N, Dhananjayamurthy B V, Applications of Graph Theory in Biology and Construction, International Journal of Mathematics and Computer Research(IJMCR),11(7),6 July 2023, 3506-3509.
  • Pushpa N, Dhananjayamurthy B V, Non Split Resolving Domination of Graphs, Design  Engineering ,9,2021, 2886-2890.
  • N.Nagabhushana, S.Rajanna, M.R.Ramesh, N.Pushpa, Influence of Temperature on Friction and Wear Behavior of APS Sprayed NiCrBSi/Flyash and NiCrBSi/Flyash/TiO2 Coatings, Journal of Green Engineering (JGE) 10(11), 2020, 11620-11643.
  •  Pushpa N, Dhananjayamurthy B V, The Nonsplit Resolving Domination Polynomial of a Graph, Atlantis Highlights in Computer Sciences,4,13 September 2021, 20-26.

Research Project

Ms. Pushpa is pursuing her Ph.D., in the field of graph theory, with a particular focus on domination and its related parameters. Her research explores structural properties, characterization, and relationships among various domination concepts such as total, connected, and equitable domination in graphs. She is interested in developing new theoretical results and studying graph transformations that influence domination numbers and related indices. Her work contributes to advancing combinatorial optimization and network theory, with potential applications in areas such as communication networks, social systems, and resource allocation. She continues to pursue research that connects domination theory with other areas of discrete mathematics and computational modeling. She is also interested in the areas of research involving Composite materials and Environmental studies.

close

Notifications

banner-icon