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Books Books 1 - 10 of about 45 related to The Structure of Economics: A Mathematical Analysis.   

Principles of Microeconomics

Eugene Silberberg - Business & Economics - 1995 - 592 pages
This is an introduction to the principles of microeconomics. All examples and analyses flow from a few basic assumptions, such as diminishing marginal values, the law of ...
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Inland Waterway Transportation: Studies in Public and Private Management and ...

Charles W. Howe, Joseph L. Carroll, Arthur P. Hurter, Jr., William J. Leininger, Steven G. Ramsey, Nancy L. Schwartz, Eugene Silberberg, Robert M. Steinberg - Business & Economics - 2016 - 162 pages
Inland Waterway Transportation explores how tools of economic analysis can improve the efficiency of both public and private investment in inland waterway transportation ...
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Applied Production Analysis: A Dual Approach

Robert G. Chambers - Business & Economics - 1988 - 331 pages
This book contains a modern treatment of production economics from a dual perspective, with special emphasis on recent developments. Results that were scattered throughout ...
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Mathematical Economics

Jeffrey Baldani, James Bradfield, Robert Walter Turner - Business & Economics - 2005 - 542 pages
Skip the formal proofs and go straight to understanding the important concepts! MATHEMATICAL ECONOMICS gives you all the information you need to work with economic concepts at ...
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Mathematical Optimization and Economic Theory

Michael D. Intriligator - Mathematics - 2002 - 508 pages
A classic account of mathematical programming and control techniques and their applications to static and dynamic problems in economics.
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Comparative Statics Analysis in Economics

Kevin M. Currier - Business & Economics - 2000 - 135 pages
As an empirical science, economics employs theoretical models to describe economic phenomena and processes. These models are then used to generate testable propositions ...
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Mathematics for Modern Economics

Chris Birchenhall, Paul Grout - Business & Economics - 1984 - 412 pages
Designed to give second-year undergraduates an intuitive understanding of basic mathematical techniques, and when and why they are applicable. Building on the traditional ...
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