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For clarity we describe our approach for two spatial dimensions as it is easily adapted to treat just one spatial dimension.
For two spatial dimensions the problem needs to be formulated into either ODE nodes or PDEs in one spatial dimension linked by ODEs in the other spatial dimension.
Knowledge of uncertainty regarding the location and spatial dimensions of clusters is important because it makes possible a prior assessment of the risks and potential consequences associated with different resource allocation strategies.
Additional population characteristics with spatial dimensions may also influence travel time for African Americans.
We will only consider one time dimension, but any number of spatial dimensions.
Instead, we can do better by going to the correct number of spatial dimensions: three.
Many physicists now think that there are more than three spatial dimensions, for example, since certain theories of subatomic matter are neater in 9 or 10 dimensions.
to enable IA over the multiple spatial dimensions for the clustered UTs.
[Existence of the Simpson's Paradox] Consider Eq. (1) for every spatial dimension n≥1.
Some discussion in this topic for one spatial dimension was given in our previous work [8], while the present paper is focused on the discussion for two dimensions.
Some of the available algorithms are fast enough for interactive use in two spatial dimensions.
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