Potential car sharing group identification method based on position prediction
An identification method and group technology, applied in forecasting, special data processing applications, instruments, etc., can solve the problems of vehicle owner's driving route deviation, time-consuming, ignoring the owner's wishes, etc. Effect
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Embodiment 1
[0043] A potential carpool group identification method based on location prediction, the driving path of the car owner is Lo-> Ld, where Lo is the start position, Ld is the end position, and the time window corresponding to Lo is [t 1 ,t 2 ], the time window corresponding to Ld is [t 3 ,t 4 ], t 1 , T 2 , T 3 , T 4 All belong to 0-24h, the maximum distance that the owner can accept is ΔL, and the starting point area D o It is a circle with Lo as the center and ΔL as the radius. The points in the circle are considered to belong to the starting point of the vehicle owner, and the end point area D d It is a circle with Ld as the center and ΔL as the radius. The points in the circle are considered to belong to the end position of the vehicle owner.
[0044] On the basis of the driving route of the vehicle owner, the specific method is as follows:
[0045] Step 1. Store all the stop points in the historical trajectory of all passengers and the time window corresponding to each stop point;...
Embodiment 2
[0073] This embodiment provides a method for identifying potential carpool groups based on location prediction. It is assumed that the historical trajectory of user 1 is:
[0074] L 11 , L 12 , L 13
[0075] L 11 , L 14
[0076] L 11 , L 15 , L 11
[0077] L 12 , L 13 , L 11
[0078] To predict where the user will go after this trajectory, first input this trajectory into the 2-level dictionary tree to form figure 1 . From this proposed trajectory, it can be seen that the last stop position L 11 Is the current location of the user, which is L in this application 1α ; The last staying position L 11 The previous position is L 13 , Which is L in this application 1Δ . Calculate at current position L 11 Where user 1 will go,
[0079] First calculate with L 11 Meet the position greater than the minimum support 0.1:
[0080] L 11 With L 12 The support for is: 2 / 4=0.5
[0081] L 11 With L 13 The support for is: 2 / 4=0.5
[0082] L 11 With L 14 The support degree is: 1 / 4=0.25
[0083] L 11 With L 1...
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