Description
Book SynopsisThe volume contains original research papers as the Proceedings of the International Conference on Advances in Mathematics and Computing, held at Veer Surendra Sai University of Technology, Odisha, India, on 7-8 February, 2020. It focuses on new trends in applied analysis, computational mathematics and related areas. It also includes certain new models, image analysis technique, fluid flow problems, etc. as applications of mathematical analysis and computational mathematics.
The volume should bring forward new and emerging topics of mathematics and computing having potential applications and uses in other areas of sciences. It can serve as a valuable resource for graduate students, researchers and educators interested in mathematical tools and techniques for solving various problems arising in science and engineering.
Table of ContentsChapter 1. A fuzzy two-ware-house inventory model of deteriorating items with exponentially demand and backlogged condition.- Chapter 2. A comparative study of non-linear convection in a confined fluid overlying a porous layer.- Chapter 3. Persistence barcoded vehicular traffic videos in a topology of data approach to shape tracking.- Chapter 4. Heat transfer of MHD channel flow of viscoelastic (PTT) fluid.- Chapter 5. Properties of characteristic polynomials of oriented graphs.- Chapter 6. An inventory model on price-dependent-demand and linear deteriorating item with allowable shortages under partial-backlogged condition.- Chapter 7. On the local convergence of a sixth-order iterative scheme in Banach spaces.- Chapter 8. New results on chromatic polynomials.- Chapter 9. Recurrence relations of edge-Zagreb and sum-edge characteristic polynomials of some graphs.- Chapter 10. Effects of radiation on MHD flow with induced magnetic field.- Chapter 11. Various approximate multiplicative inverse lie ⋆-derivations.- Chapter 12. Analysis and computation of reactive second grade fluid flow with variable viscosity within porous channel.- Chapter 13. Hopf bifurcation and stability analysis of delayed Lotka-Volterra predator-prey model having disease for both existing species.- Chapter 14. An EOQ model without shortages with uncertain cost associated with some fuzzy parameters and interval parameters.- Chapter 15. Free Poisson elements induced by orthogonal projections.
