Mathematical Location and Land Use Theory

Mathematical Location and Land Use Theory
Author :
Publisher : Springer Science & Business Media
Total Pages : 367
Release :
ISBN-10 : 9783540247852
ISBN-13 : 3540247858
Rating : 4/5 (858 Downloads)

Book Synopsis Mathematical Location and Land Use Theory by : Tönu Puu

Download or read book Mathematical Location and Land Use Theory written by Tönu Puu and published by Springer Science & Business Media. This book was released on 2012-11-02 with total page 367 pages. Available in PDF, EPUB and Kindle. Book excerpt: This second edition covers all main topics of spatial economics, plant location, and the theory of nested market areas. The book starts from the classical models of the space economy which are stated in terms of precise mathematical models. Especially, the book offers a lavish supply of computer graphics to make the results easily understandable. Extracts from reviews to the first edition: "This book is an excellent introduction to the theory of continuous location of economic activities in two-dimensional space based on differential equations and to their solution by vector calculus methods. As Puu states "good science is to be easily understood. This book is, indeed, a lucid and easily readable introduction to the fundamental concepts of spatial economic theory and the differential calculus machinery of the continuous transportation model." K. C. Mosler in "Location Science" "This book represents an honest attempt at introducing spatial economic theory. The author does not appear to be interested in showing off his obvious mathematical skills. His intention is to summarize the accumulated knowledge in the field and present the main results in a simple manner. He does an admirable job. Of help are the high-quality graphics, the omission of semicooked ideas and messy results, and the author's extensive experience on the subject over a long period of time." P. S. Kanaroglou in "Environment and Planning"


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1. Theme and focus Few books are available to integrate the models for facilities siting, transportation, and land-use. Employing state-of-the-art quantitative-