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This book treats the notion of morphisms in spatial analysis,
paralleling these concepts in spatial statistics (Part I) and
spatial econometrics (Part II). The principal concept is morphism
(e.g., isomorphisms, homomorphisms, and allomorphisms), which is
defined as a structure preserving the functional linkage between
mathematical properties or operations in spatial statistics and
spatial econometrics, among other disciplines. The purpose of this
book is to present selected conceptions in both domains that are
structurally the same, even though their labelling and the notation
for their elements may differ. As the approaches presented here are
applied to empirical materials in geography and economics, the book
will also be of interest to scholars of regional science,
quantitative geography and the geospatial sciences. It is a
follow-up to the book "Non-standard Spatial Statistics and Spatial
Econometrics" by the same authors, which was published by Springer
in 2011.
This book treats the notion of morphisms in spatial analysis,
paralleling these concepts in spatial statistics (Part I) and
spatial econometrics (Part II). The principal concept is morphism
(e.g., isomorphisms, homomorphisms, and allomorphisms), which is
defined as a structure preserving the functional linkage between
mathematical properties or operations in spatial statistics and
spatial econometrics, among other disciplines. The purpose of this
book is to present selected conceptions in both domains that are
structurally the same, even though their labelling and the notation
for their elements may differ. As the approaches presented here are
applied to empirical materials in geography and economics, the book
will also be of interest to scholars of regional science,
quantitative geography and the geospatial sciences. It is a
follow-up to the book "Non-standard Spatial Statistics and Spatial
Econometrics" by the same authors, which was published by Springer
in 2011.
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