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Document Description
Title
Alternate
distance
metrics
in
spatial
statistics
:
radial
adjustment
of
vectors
in
Euclidean
networks
Author
Power
,
Alfred
T.
,
1961-
Description
Thesis
(M.A.)--Memorial
University
of
Newfoundland
,
2010.
Geography
Date
2010.
Pagination
vi, 76 leaves : col. ill., maps
Subject
Euclidean
algorithm;
Geography--Statistical
methods;
Spatial
analysis
(Statistics)--Mathematical
models;
Degree
M.A.
Degree Grantor
Memorial University of Newfoundland. Dept. of Geography
Discipline
Geography
Language
Eng
Notes
Includes
bibliographical
references
(leaves
69-72)
Abstract
The
propensity
of
utilizing
Euclidean
distance
metrics
when
calculating
spatial
statistics
generally
ignores
the
underlying
connectivity
between
the
features
under
analysis.
A
procedure
is
developed
to
compensate
for the
distance
discrepancies
inherent
in
spatial
statistics
algorithms
by
temporarily
transforming
the
model
features
into an
alternate
distance
metric
space
that
more
realistically
represents
the
functional
connectivity
distance
between
spatial
elements.
--
Comparative
statistical
analysis
results
between
the
adjusted
and
un-adjusted
spatial
arrangements
suggest
that
statistical
measures
that are
strictly
distance
based
can
display
dramatic
differences
in the
magnitude
of these
results.
Global
autocorrelation
measures
display
much
less
variation
while
local
autocorrelation
measures
can
result
in
regions
of
expanded
spatial
clustering.
Type
Text
Resource Type
Electronic
thesis
or
dissertation
Format
Image/jpeg;
Application/pdf
Source
Paper copy kept in the Centre for Newfoundland Studies, Memorial University Libraries
Local Identifier
a3496877
Rights
The author retains copyright ownership and moral rights in this thesis. Neither the thesis nor substantial extracts from it may be printed or otherwise reproduced without the author's permission.
Collection
Electronic
Theses
and
Dissertations
Scanning Status
Completed
PDF File
(9.20
MB)
--
http://collections.mun.ca/PDFs/theses/Power_AlfredT.pdf
CONTENTdm file name
28423.cpd