A Textbook Of Mathematical Economics(1st Edition)
Authors:
Dr Chandrakant Singh
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Total Price:
$53.79
Solution Manual Includes
Price:
$9.99
Book details
ISBN: 9353140986, 9789353140984
Book publisher: Centrum Press
Book Price $53.79 : Dr. Chandrakant Singh's 'A Textbook Of Mathematical Economics' is a comprehensive exploration of the intersection between economic theories and mathematical principles. This seminal work delves into critical concepts of mathematical economics, drawing on calculus, linear algebra, and differential equations to enhance understanding of economic models. The book adeptly integrates complex mathematical tools to analyze economic phenomena, making it a pivotal resource for students and professionals alike. The text is structured with a well-organized table of content, allowing readers to navigate seamlessly through the intricacies of economic modeling, equilibrium analysis, and optimization techniques. With the aid of a solution manual and an answer key, learners can reinforce their understanding of core concepts, applying theoretical knowledge to practical problems. Although the book does not feature main characters typical of a narrative, the 'characters' can be seen as the diverse mathematical models and economic theories that interact throughout. Dr. Singh's approach facilitates a profound comprehension of the dynamics between mathematics and economics, covering topics such as utility maximization, production functions, and market equilibrium. The reception of this textbook has been positive, particularly among academia and industry professionals, praised for its clarity, depth, and the inclusion of a robust solution manual beneficial for self-study. This text stands out as an essential academic resource supporting courses in mathematical economics, econometrics, and related fields. Through numerous examples and exercises, readers develop a tangible application of sophisticated theoretical frameworks. As part of affordable learning initiatives, this cheap textbook provides excellent academic value.
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