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A new similarity measure for spatial linear networks
A linear network is a combination of line segments, or edges, that run between
their defined endpoints, or nodes. They have become increasingly prevalent
within spatial statistics due to the potential for representing systems from
various fields as linear networks. One specific area of study within linear
networks is understanding how they interact with one another and whether
spatial similarity correlates with any underlying causal relationships. This
line of research, however, remains limited due to the lack of a robust spatial
similarity tests suited for linear networks. This paper therefore develops a
new linear network spatial similarity test that specifically takes into account
the spatial context of two linear networks and allows for spatially dependent
variations in similarity. Different characteristics of the new test are demon-
strated in two separate simulation studies. The first simulation study tests
the overall performance. The second simulation study shows the benefit of
the newly proposed test compared to an alternative method. Finally, the test
is applied to real-world informal road and mobility networks across north-
western Namibia to test whether mobility routes in rural areas are similar to
existing infrastructure, and how the degree of similarity varies across regions.
Sub-analyses are also conducted to investigate the effect of road conditions,
seasons and road density on the spatial similarity between the two networks.
Description:
Mini Dissertation (MSc (Advanced Data Analytics))--University of Pretoria, 2023.