Masahiro Inuiguchi

Suresh Chandra

Pankaj Gupta

Mukesh Kumar Mehlawat

This monograph presents a comprehensive study of portfolio optimization, an important area of quantitative finance. Considering that the information available in financial markets is incomplete and that the markets are affected by vagueness and ambiguity, the monograph deals with fuzzy portfolio optimization models. At first, the book makes the reader familiar with basic concepts, including the classical mean–variance portfolio analysis. Then, it introduces advanced optimization techniques and applies them for the development of various multi-criteria portfolio optimization models in an uncertain environment. The models are developed considering both the financial and non-financial criteria of investment decision making, and the inputs from the investment experts. The utility of these models in practice is then demonstrated using numerical illustrations based on real-world data, which were collected from one of the premier stock exchanges in India. The book addresses both academics and professionals pursuing advanced research and/or engaged in practical issues in the rapidly evolving field of portfolio optimization.

Advances in Hybrid Multi-criteria Methodologies

Fuzzy Portfolio Optimization

C. R. Bector

This book presents a systematic and focused study of the application of fuzzy sets to two basic areas of decision theory, namely Mathematical Programming and Matrix Game Theory. Apart from presenting most of the basic results available in the literature on these topics, the emphasis is on understanding their natural relationship in a fuzzy environment. The study of duality theory for fuzzy mathematical programming problems plays a key role in understanding this interrelationship. For this, a theoretical framework of duality in fuzzy mathematical programming and conceptualization of the solution of a fuzzy game is created on the lines of their crisp counterparts. Most of the theoretical results and associated algorithms are illustrated through small numerical examples from actual applications.

Fuzzy Mathematical Programming and Fuzzy Matrix Games

Mohit Kumar Sharma

Because of encouraging response for first two editions of the book and for taking into account valuable suggestion from teachers as well as students, the text for Interpolation, Differentiation, Integration, Roots of an Equation, Solution of Simultaneous Equations, Eigenvalues and Eigenvectors of Matrix, Solution of Differential Equations, Solution of Partial Differential Equations, Monte Carlo Method and Simulation, Computation of some Functions is improved throughout and presented in a more systematic manner by using simple language. These techniques have vast applications in Science, Engineering and Technology. The C language is becoming popular in universities, colleges and engineering institutions. Besides the C language, programs are written in FORTRAN and BASIC languages. Consequently, this book has rather wide scope for its use. Each of the topics are developed in a systematic manner; thus making this book useful for graduate, postgraduate and engineering students. KEY FEATURES: Each topic is self explanatory and self contained Topics supported by numerical examples Computer programs are written in FORTRAN, BASIC and C Students friendly language is used

With Fortran, Basic and C

Computer Applications in Physics

Classical Mechanics beginning with the elementary principles introduces the generalised coordinates, Lagrangian formulation and Hamiltonian Formulation and the Central Force used for derivation of Kepler's laws of planetary motion. The topic on Small Oscillations is introduced and applied for a number of systems. Rotational motion for a Rigid-body and High speed (relativistic) motions are discussed under Special Relativity. Finally, the four vectors, four velocity, four momentum etc. are also discussed.

A Textbook

Classical Mechanics

AN INTRODUCTION TO MATHEMATICAL PHYSICS discusses the Curvilinear Coordinates, Vector Space, Matrices, Tensors, Beta Function, Gamma Function, Error Function, Dirac Delta Function, Green Function Method, Complex Analysis, Differential Equations, Bessel Function, Legendre Function, Laguerre Function, Hermite Function, Fourier Series, Fourier Transform and Laplace Transform. Each topic is explained with the help of simple exercises using simple language.

An Introduction to Mathematical Physics

Suresh Chandra had great hopes when he got married, but within two years, he wanted out. More than fifty years later, he is still enjoying a vibrant marriage with the same woman. They’re also proud grandparents. In this guide to enjoying marriage, he explains how he did it--- and how you can too! Get answers to questions such as: • Why is it so important to be careful with the words you use with your spouse? • In today’s world, is the idea of marriage outdated or obsolete? • What do religions say about marriage? • What are the characteristics of a good marriage? Whether you’re trying to decide if marriage is for you or you’ve hit a bump in the road and are wondering if you should stay with your spouse, then you need the challenge, encouragement, and practical aid offered in this book for you to reach your full potential--- and how to enjoy a marriage that lasts.

Is This Book for You?

Are You Interested in Marriage and Family

Encyclopaedia of Hindu Gods and Goddesses

Applications of Numerical Techniques With C discusses the salient features of computers, C language, Interpolation, Integration, Roots of an Equation, Solution of Simultaneous Equations, Eigenvalues and Eigenvectors of a Matrix, Solution of Differential Equations, Random Numbers and Statistical Parameters. Flow-chart is written for each technique. Each technique is explained with the help of simple exercises using simple language, and computer programs for dealing with complicated situations.

Applications of Numerical Techniques with C

It incorporates the changes that have occurred in endodontic theory and practice in terms of materials, concepts and protocols. The presentation of the concepts and techniques has also been revised.

Suresh Chandra

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