Advances in Mathematics and Computer Science Vol. 3
Synopsis
This book covers all areas of mathematics and computer science. The contributions by the authors include Investor, power utility, transaction costs, constant elasticity of variance, optimization, reproduction number, one dimensional Lie algebraic method, parabolic transform, partial differential equations, stochastic ill-posed problems, cauchy problem, Ill-posed problems Q-BVM, ill-posed Helmholtz equation, regularization methods, generalized γ-order normal distribution, multivariate t distribution, Kullback-Leibler divergence, Hellinger distance, turbulent natural convection, square enclosure, Rayleigh number, grashof number, schmidt number, porous medium, heat and mass transfer, visco-elastic fluid, porous medium, gamma matrix function, hypergeometric matrix function, three term matrix recurrence relation, Gegenbauer matrix differential equation, Gegenbauer matrix polynomials, orthogonal matrix Polynomials, Markov moment problem, truncated moment problem, inverse problems etc. This book contains various materials suitable for students, researchers and academicians in the field of mathematics and computer science.
Chapters
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Chapter 1A Numerical Study of Turbulent Natural Convection in a Square Enclosure Using a Two Equation Model
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Chapter 2Information Distances and Divergences for the Generalized Normal Distribution
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Chapter 3Vibrational Spectra of Linear Molecule: Carbonyl Sulphide
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Chapter 4Homotopy Analysis Method to Heat and Mass Transfer in Visco-Elastic Fluid Flow through Porous Medium over Exponential Stretching Sheet with Radiation and Chemical Reaction
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Chapter 5On the Local and Global stability analysis for the Typhoid Fever Disease incorporating Protection against Infection
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Chapter 6Study of Gegenbauer Matrix Polynomials Via Matrix Functions and their Properties
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Chapter 7Investor’s Power Utility Optimization with Consumption, Tax, Dividend and Transaction Cost under Constant Elasticity of Variance Model
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Chapter 8Numerical Solution to Effect of Chemical Reaction on a Casson Fluid Flow over a Vertical Porous Surface
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Chapter 9Parabolic Transform and Some Ill-posed Problems
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Chapter 10Regularization Methods for Solving Ill-Posed Problems
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Chapter 11On Markov Moment Problem and Related Inverse Problems
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