Exact(6)
a grid partition for trajectory.
We present a grid partition approach to efficiently compute facility influence over dynamic vehicles.
Male mice were housed individually (socially isolated) or paired with an ovariectomized female in standard housing conditions, or in a cage separated by a grid partition that prevented physical contact.
In this section, we firstly explain a grid partition approach for real-time computation of facility influence and then we address two issues of this approach: ambiguous grid and grid size.
We then propose a grid partition approach to efficiently compute facility influence in Section 3. Trajectory-based Markov model is designed to predict vehicle's location in the future (Section 4).
Given a region R, facility set (mathcal {F}), object set (mathcal {P}), and a grid partition with grid size l, for a facility (f in mathcal {F}), we have {lim}_{l to 0}{hat I_{mathcal{P}}(,f)}=I_{mathcal{P}}(,f).
Similar(2)
There are two advantages using a grid partition-based approach.
We have previously used a grid partition-based approach to calculate facility influence.
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