Co-location finding method and device considering urban road network constraint
A road network, bit pattern technology, applied in the field of spatial data pattern mining
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[0091] Group instance: is a set of instances of different types, these instances are adjacent in space.
[0092] Instance table: In order to facilitate the calculation of the pattern, the types of the group instances are arranged in a fixed order (such as the lexicographic order of the types in the pattern) and stored in the form of a table.
[0093] The invention provides a method and device for finding a co-location pattern considering the constraints of the urban road network. The input is the road linear Shp data and the service facility point Shp data of the target area under the same map projection O={o 1 ,o 2 ,...,O n }, n is the number of facilities. Service facility data (hereinafter referred to as instance) undergoes sensitive data removal, coordinate transformation and completeness processing to ensure that each piece of data contains facility type, X and Y coordinates, and the type set involved in these facility data is E={e 1 ,e 2 ,...,E m }, m is the number of types o...
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[0096] figure 1 It is a flowchart showing a method for finding a co-location pattern considering the constraints of an urban road network according to the first embodiment of the present invention.
[0097] Step 101: Construct a second-order instance proximity relationship table for the target area under map projection. The second-order instance proximity relationship table contains all instances in the target area whose reachable distances are within a preset distance attenuation threshold and are of different types. The reachable distance value.
[0098] Under the premise of network colocation pattern mining, it is necessary to find out whether different types of instance points are reachable. If the reachable distance is within the threshold h, it means that the two instance points are adjacent. The urban road network has differences in traffic direction and capacity, therefore, the reachability of instance A to B does not mean that B to A is reachable. Under this assumption, ...
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