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Mathematical Location and Land Use Theory: An Introduction de Tönu Puu

Mathematical Location and Land Use Theory: An Introduction: Advances in Spatial Science

Autor Tönu Puu
en Limba Engleză Paperback – 9 dec 2010
Covers all main topics of spatial economics, plant location, the theory of nested market areas, including rank-size relations, spatial competition and pricing, land use theory and the emergence of specialization and trade, commuting and traffic distributions according to the gravity and entropy hypotheses, migration, and the layout of transportation networks. A strong focus is on the continuous two dimensional geographical space, with Beckmann's continuous flow model as central piece. Another feature is a focus on structural stability rather than optimality of emergent patterns. All the specific mathematical tools needed are developed within context. The whole approach is intuitive, and supported by lavish computer graphics. The new edition contains extensive material on spatial competition, oligopoly theory in Hotelling's setup. The Hotelling case is formally worked out with elastic demand, which limits the occurrence of some of the confusing paradoxes Hotelling found for inelastic demand.
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Specificații

ISBN-13: 9783642056659
ISBN-10: 3642056652
Pagini: 376
Ilustrații: X, 362 p.
Dimensiuni: 155 x 235 x 20 mm
Greutate: 0.52 kg
Ediția:Softcover reprint of hardcover 2nd ed. 2003
Editura: Springer Berlin, Heidelberg
Colecția Springer
Seria Advances in Spatial Science

Locul publicării:Berlin, Heidelberg, Germany

Public țintă

Research

Cuprins

Prologue.- 1 Location Theory.- 1.1 The Weber Problem.- 1.2 Pick’s Construction.- 1.3 Location and Substitution.- 1.4 Non-Euclidean Metrics.- 2 Optimal Routes.- 2.1 Flows and Routes.- 2.2 Parameterized Paths.- 2.3 Shortest Paths and Euler’s Equation.- 2.4 A Simpler Case.- 2.5 An Example.- 2.6 Another Example.- 2.7 Fermat’s Principle and Snell’s Law.- 2.8 Geodesics on Curved Surfaces.- 2.9 Generalizations: Several Functions.- 2.10 Generalizations: Constraints.- 2.11 Coordinate Transformations.- 2.12 The Isoperimetric Problem.- 3 Flows in the Space Economy.- 3.1 Flows in One Dimension.- 3.2 Flows in Two Dimensions.- 3.3 Euler’s Equations Revisited.- 3.4 Minimal Surfaces.- 3.5 Generalizations.- 3.6 Beckmann’s Flow Model.- 3.7 Uniqueness in the Beckmann Model.- 3.8 Aggregate Values.- 4 Market Areas.- 4.1 From Launhardt to Lösch.- 4.2 Compactness and Stability.- 4.3 Optimality Versus Stability.- 4.4 Nesting of Market Areas.- 4.5 Rank-Size Relations.- 4.6 Price Policies.- 4.7 Mill Pricing.- 4.8 Discriminatory Pricing.- 4.9 Uniform Delivery Price.- 4.10 Oligopoly Theory.- 4.11 Local Oligopoly.- 4.12 Disjoint Monopolies.- 4.13 The Hotelling Case.- 4.14 Equilibrium for Two Identical Firms.- 4.15 Crowding and Price Undercutting.- 4.16 Oligopoly in 2D: Equilibrium.- 4.17 Oligopoly in 2D: Price Cuts.- 4.18 Oligopoly in 2D: Cutting Out Competitors.- 4.19 Oligopoly in 2D: Touching Monopolies.- 4.20 Oligopoly in 2D: Partial Changes of Location.- 4.21 Public Utility Location.- 4.22 Demand: One Dimension.- 4.23 Bifurcations.- 4.24 Nonlinear Demand.- 4.25 Two Dimensions: Circles.- 4.26 Two Dimensions: Polygons.- 5 Land Use.- 5.1 Von Thünen’s Model.- 5.2 Generalization: Production.- 5.3 Generalization: Transportation.- 5.4 Beckmann’s Flow Model Revisited.- 5.5Differential Equations in the Plane.- 5.6 Structural Stability Defined.- 5.7 The Square Flow Grid.- 5.8 Triangular/Hexagonal Grids.- 5.9 Changes of Structure.- 5.10 Fractal Rent Landscapes.- 6 Commuting and Migrating.- 6.1 The Gravity Model.- 6.2 Traffic: Linear Routes.- 6.3 Traffic: Spiral Routes.- 6.4 The Entropy Model.- 6.5 Hotelling’s Migration Model.- 6.6 Stability of Hotelling’s Model.- 6.7 Hotelling’s Model with Production.- 6.8 Pure Growth in the Model with Production.- 6.9 Stationary Solutions for the Model with Production.- 6.10 Travelling Waves for the Model with Production.- 7 Cycles, Growth, and Equilibrium.- 7.1 Spatial Growth.- 7.2 Spatial Business Cycles.- 7.3 Equilibrium of the Beckmann Model.- 7.4 Stability.- 8 Transportation Networks.- 8.1 Transportation Cost Metrics.- 8.2 Nested Networks.- 8.3 Detours and Accessibility.- 8.4 Topological Considerations.- 8.5 Networks in Reality.- 8.6 Fractal Networks.- 8.7 Central Networks.- 8.8 The Number of Radials.- 8.9 Approximations.- 8.10 Bifurcations of Radials.- 8.11 Curved Bifurcations.- 8.12 Accessibility.- Epilogue.- List of Figures.- Author Index.- Glossary of Formulas.

Recenzii

Extracts from reviews of 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"
 

Textul de pe ultima copertă

Puu, Mathematical Location and Land Use Theory,   2nd rev. and enl. edition
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"

Caracteristici

Presents economic phenomena in the continuous 2-dimensional geographical space with particular focus on the emergence of spatial structures, such as spezialization zones, market areas, location and settlement patterns, flows of trade, and the design of road systems The reader will learn the history of the classical topics in spatial economics and the specific mathematical tools needed for active work within it