Handbook of discrete and computational geometry
Handbook of discrete and computational geometry
Introduction to constraint databases
Introduction to constraint databases
A two-dimensional interpolation function for irregularly-spaced data
ACM '68 Proceedings of the 1968 23rd ACM national conference
DOAS: a drought online analysis system with constraint databases
dg.o '04 Proceedings of the 2004 annual national conference on Digital government research
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Most spatial and spatiotemporal interpolation methods give back a surface function as the result. Instead of that we consider interpolation methods that yield a single value as the final result. Voting prediction is a natural example that requires this type of spatiotemporal interpolation, because the final result is the total percentage vote for a party or candidate. We propose a new spatiotemporal interpolation method for voting prediction and similar problems. The approach can also be used in election data verification for effective government. We test the new method using USA presidential election data from the states of California, Florida, and Ohio between 1972 and 2004. The experimental results show that our method can produce comparatively precise predictions (e.g., the difference between prediction and actual result is 1.09% for Florida in 2004).