Mathematics for Fisheries Economics: A Basic Manual

by Vinod Kumar Yadav

ISBN: 9789371706247
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Imprint : Daya Publishing House
Year : 2026
Price : Rs. 9960.00
Biblio :

Author Profile

Dr. Vinod Kumar Yadav is Senior Scientist (Agricultural Statistics) at Fisheries Economics, Extension and Statistics (FEES) Division, ICAR-Central Institute of Fisheries Education (CIFE) Mumbai. He has more than 15 years of teaching and research Experience. His research interest includes Modelling and Forecasting, GIS and Remote Sensing, Climate change, Artificial Intelligence and Big Data Analytics. He is teaching several courses at Master and Ph.D. level like Mathematics, Statistics Methods. Advanced statistical Methods, GIS and Remote Sensing, Artificial Intelligence and Big data Analytics. Dr. Yadav received Master degree from Indian Agricultural Research Institute (IARI) Pusa New Delhi and Ph.D. from IIT Bombay.

About The Book

The institute (ICAR-CIFE) has continuously adopted itself to meet the current needs, methodological challenges, and quality enhancement in fisheries education with the advances in information technology. The increasing application of mathematics to various branches/courses of economics in the past decade has made it necessary for economists to have an elementary knowledge of mathematics. To this end, an attempt has been made to bring out a practical manual on mathematics for catering to needs of fisheries students, most of whom having a non-mathematical background during their tertiary education. This book has been structured to solve problems on a wide range of topics such as matrix, determinants, limit & continuity, differentiation, integration, partial differentiation, etc. It is hoped that the book brought out will serve as a useful source of knowledge to the students and also will help them in solving various types of mathematical problems.

Table of Contents

Contents Acknowledgements v Foreword vii Preface ix 1. Matrix and Determinants 1 2. Limit and Continuity 59 3. Differentiation 71 4. Maxima and Minima Values 89 5. Taylor’s and Maclauri Theorem 109 6. Integration 125 7. Partial Differentiation 179 8. Differential Equations Related to Economics 199 9. Finite Difference and Numerical Analysis 205 References 223