The book contains theory and applications of soft computing in engineering, health, social and applied sciences. Different soft computing techniques such as artificial neural networks, fuzzy systems, evolutionary algorithms and hybrid systems are discussed. It also contains important chapters in machine learning and clustering.
Soft computing techniques are no longer limited to the arena of computer science. The discipline has an exponentially growing demand in other branches of science and engineering and even into health and social science. This book contains theory and applications of soft computing in engineering, health, and social and applied sciences. Different soft computing techniques such as artificial neural networks, fuzzy systems, evolutionary algorithms and hybrid systems are discussed. It also contains important chapters in machine learning and clustering. This book presents a survey of the existing knowledge and also the current state of art development through original new contributions from the researchers. This book may be used as a one-stop reference book for a broad range of readers worldwide interested in soft computing. In each chapter, the preliminaries have been presented first and then the advanced discussion takes place. Learners and researchers from a wide variety of backgrounds will find several useful tools and techniques to develop their soft computing skills. This book is meant for graduate students, faculty and researchers willing to expand their knowledge in any branch of soft computing. The readers of this book will require minimum prerequisites of undergraduate studies in computation and mathematics.
1. Revisiting the Machine Learning Algorithms and Applications in
Engineering and Computer Science
2. Detection and Prevention of Cancer Growth
Through Machine Learning and Some Mathematical Softwares
3. A Review on Soft
Computing Techniques in Nanomagnetism and its Impact on Bio-Medical
Application
4. A Mediative Fuzzy Logic Based Approach to The Goal programming
problem: In the Context of Multi-Objective Solid Transportation Problem
5.
H-U-R STABILITY RESULTS OF MIXED TYPE ADDITIVE - QUADRATIC FUNCTIONAL
EQUATION IN FUZZY - NORMED SPACES BY TWO DIFFERENT APPROACHES
6. Tauberian
Theorems for Intuitionistic Fuzzy Normed Spaces
7. Picture Fuzzy Soft
Matrices
8. Cubic n-Inner Product Space
9. Convergence Methods for Double
Sequences and Applications in Neutrosophic Normed Spaces
10. Intuitionistic
fuzzy generalized Lucas ideal convergent sequence spaces associated with
Orlicz function
11. Soft Computing Techniques in Social Sciences: The Recent
Developments
12. An Approach Based on Fuzzy Logic for Analysis on Product
Development in Open Innovation Context
Dr. Pradip Debnath is an assistant professor (in Mathematics) in the Department of Applied Science and Humanities of Assam University, Silchar.
S. A. Mohiuddine is a full professor of Mathematics at King Abdulaziz University, Jeddah, Saudi Arabia.
