Kumar A. Advanced Applications Of Computational Mathematics 2021

Textbook in PDF format

In recent years, engineering and mathematical scientists worldwide have made significant and noteworthy advances on computational mathematics and its widespread applications. In fact, computational mathematics has become a focal point of study of modern-day engineering applications. The purpose of this book is to deliberate multidisciplinary studies involving original and advanced research in the field of computational and applied mathematics dealing with research methodology, techniques, applications, and algorithms. In the context of real-life problems, computational mathematics plays a key role and solves various problems in engineering and mathematical sciences.
In this book, the following topics have been discussed:
- Locating ROI in iris using randomized Hough transform
- Subclasses of analytic functions defined by q-analogue of differential operator
- Scalar potential in planar Filippov systems
- Cross diffusion, nonlinear radiation, and Newtonian heating effects of third-grade fluid flow over a Riga plate with entropy generation
minimization
- Canonical representation of Koga’s solution to the Dirac equation
- Bounds of generalized “useful”information measure with application of Jensen’s inequality
- Numerical methods and some of its application
- Bifurcation analysis
- Variable selection in bioinformatics: methods and algorithms
- Crime prediction via fuzzy multi-criteria decision-making approach under hesitant fuzzy environment
- Computational study of double diffusive MHDbuoyancy induced free convection in porous media with chemical reaction and internal heating
- Second law analysis of Williamson nanofluid flow in attendance of radiation and heat generation with Cattaneo-Christov (C-C) heat flux
- Importance of analytic continuation in complex analysis