Description

ABOUT THE BOOK

The present book “New Developments in Mathematical Science” is presented for students and researchers working in the field of Mathematical Science. The present book describes new developments for solving the various problems of Mathematical Science.
The present book is divided into six chapters.
Chapter 1 discusses a mathematical model for calculating the vibration of a homogeneous trapezoidal plate with two-dimensional thickness variation.
Chapter 2 presents the solution of the exponential Diophantine equation 〖143〗^x+〖885〗^y=z^2.
Chapter 3 deals diabetic retinopathy by using mathematical SIR model.
Chapter 4 discusses Kamal transform and its application for solving system of first kind linear Volterra integro-ordinary differential equations.
Chapter 5 deals the solution of the Diophantine equation 〖16〗^x+〖34〗^y=z^2.
Chapter 6 presents Laplace transform for the solution of first kind non-linear Volterra integral equation.
The present book will be very useful to the research scholars; academicians; undergraduate and postgraduate students involved in the field of Mathematical Science.

ABOUT THE AUTHOR

Dr. Sudhanshu Aggarwal, Assistant Professor, Department of Mathematics, National Post Graduate College, Barhalganj, Gorakhpur, Uttar Pradesh, India.
Dr. Shahida A.T., Assistant Professor, Department of Mathematics, MES Mampad College, Mampad , Kerala, India.
Dr. Bholey Singh, Professor, Department of Applied Science and Humanities, G. L. Bajaj Group of Institutions, Mathura, Uttar Pradesh, India.
Dr. Rajesh Kumar Deolia, Associate Professor, Department of Applied Science and Humanities, G. L. Bajaj Group of Institutions, Mathura, Uttar Pradesh, India.