Volume II, Book 2:
Making It Clear: The Importance of Transparency
Sandra Lach Arlinghaus
sarhaus@umich.edu
http://www-personal.umich.edu/~sarhaus/
ANNOTATED
RELATED LINKS
CLASSICAL CENTRAL THEORY
CLASSICAL CENTRAL THEORY
 |
IMaGe LINKS
The links in this
section reflect the evolution of an approach to classical central place
theory created by S. Arlinghaus in 1985 (Arlinghaus, S. "Fractals
Take A Central Place" Geografiska
Annaler, 67B, 1985, pp. 83-88, Journal of the Stockholm School
of Economics; Arlinghaus S. and Arlinghaus, W. "The Fractal
Theory of Central Place Hierarchies: A Diophantine Analysis of
Fractal Generators for Arbitrary Loschian Numbers" Geographical Analysis: An
International Journal of Theoretical Geography, Ohio State
University Press, Vol. 21, No. 2, April, 1989, pp. 103-121) written about in these references
and elsewhere.
The image above illustrates a strategy for aligning an historical map with the actual landscape. It also inserts bars as part of a hierarchy of the spatial distribution of cities and tributary areas in World War II Poland.
The image above illustrates a strategy for aligning an historical map with the actual landscape. It also inserts bars as part of a hierarchy of the spatial distribution of cities and tributary areas in World War II Poland.
In eBooks: Spatial Synthesis: Centrality and Hierarchy. Volume I, Book 1. Sandra Lach Arlinghaus and William Charles Arlinghaus. June 21, 2005.
In
Solstice: An Electronic Journal
of Geography and Mathematics:
- Volume XVII, Number 2, 2006
(all by Sandra Lach Arlinghaus)
- Special Issue on Internet Geometry and Geography: Introduction to the Special Issue
- Visualizing a Map of Walter Christaller, Poland 1941
- Volume
XV, Number 1, 2004 Spatial
Synthesis Sampler. Geometric Visualization of Hexagonal
Hierarchies: Animation and Virtual Reality. Sandra Lach
Arlinghaus and William Charles Arlinghaus. Semi-Finalist, Pirelli
INTERNETional Award.
Software
used in analysis:
- DevInfo
5.0: http://www.devinfo.org/
- Adobe® PhotoShop and ImageReady
- Adobe® DreamWeaver
- ESRI:
- ArcView® 3.2
- ArcGIS® 9.2
- ArcCatalog®
- ArcMap®
- Google Earth®
Author
affiliation:
Arlinghaus, Sandra Lach. Adjunct Professor of Mathematical Geography and Population-Environment Dynamics, School of Natural Resources and Environment, The University of Michigan. Executive Committee Member (Secretary) Community Systems Foundation, sarhaus@umich.edu, http://www-personal.umich.edu/~sarhaus/
Arlinghaus, Sandra Lach. Adjunct Professor of Mathematical Geography and Population-Environment Dynamics, School of Natural Resources and Environment, The University of Michigan. Executive Committee Member (Secretary) Community Systems Foundation, sarhaus@umich.edu, http://www-personal.umich.edu/~sarhaus/
Published by:
Institute of Mathematical Geography
http://www.imagenet.org
http://deepblue.lib.umich.edu/handle/2027.42/58219
October, 2008.
Copyright by Sandra Arlinghaus, all rights reserved.