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Optimal scenic spot and hotel pairing method based on measurement k closest pair

An optimal pairing and closest pairing technology, applied in special data processing applications, instruments, electrical and digital data processing, etc., can solve problems such as poor scalability, limited applicability, and inability to handle large-scale data, reducing I/O and The effect of CPU time

Active Publication Date: 2015-07-22
ZHEJIANG UNIV
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  • Abstract
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AI Technical Summary

Problems solved by technology

Therefore, these methods cannot be used to solve the metric k-recentest pair query
In addition, the existing metric k recently is a memory-based method for querying, that is, it is assumed that the entire data set can be stored in memory, so it has limited applicability and poor scalability, and cannot be used to process large-scale data

Method used

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  • Optimal scenic spot and hotel pairing method based on measurement k closest pair
  • Optimal scenic spot and hotel pairing method based on measurement k closest pair
  • Optimal scenic spot and hotel pairing method based on measurement k closest pair

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Embodiment Construction

[0026] Now in conjunction with accompanying drawing and concrete implementation technical scheme of the present invention is described further:

[0027] like figure 1 , figure 2 Shown, the specific implementation process and working principle of the present invention are as follows:

[0028] Step (1): Collect the location data of scenic spots and hotels, then index the scenic spot and hotel datasets respectively, and estimate the distance of the kth nearest pair;

[0029] Step (2): traverse the index of attractions and hotels dataset, and trim the search space to obtain multiple combinations of attractions and hotels, the number of which is not greater than k;

[0030] Step (3): Completing the k nearest pairs of query result sets to find the k nearest attractions and hotel combinations;

[0031] Step (4): Return the k scenic spot and hotel combinations obtained in step (3) to the user for the user to choose the best scenic spot and hotel combination.

[0032] In step (1),...

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Abstract

The invention discloses an optimal scenic spot and hotel pairing method based on a measurement k closest pair. The method comprises the steps that an M tree is adopted for indexing a tourist area data set and a hotel data set, a query space is actively pruned by means of the estimated kth closest pair distance and k closest pair distance upper bound to obtain an initial query result, then the query result is complemented, and therefore closest k scenic spot and holt combinations are obtained. The index technology and k closest pair query technology are sufficiently utilized, and the k closest pair query processing method under the measurement space is enriched and optimized; the depth-first traversal and best-first traversal combined mode is adopted; by means of the triangle inequality of the k closest pair distance upper bound and the measurement space, a plurality of effective pruning strategies are developed for pruning the query space; an active pruning and complementing algorithm framework based on the estimated kth closest pair distance is provided, and therefore I / O and CPU time is greatly shortened.

Description

technical field [0001] The invention relates to database indexing and query technology, in particular to the best pairing method of scenic spots and hotels based on the measure k nearest pairs. Background technique [0002] Query / search is a fundamental problem in computer science that exists in almost all computer application areas today. Most of the existing query processing focuses on Euclidean space, and uses Euclidean distance to measure the proximity relationship between objects; but in many practical applications, such as geographic information systems, data mining, and pattern recognition, the proximity relationship between objects cannot be used Euclidean distance to measure, but need to use other distance measures. For example, the distance measure between two locations on the road network needs to use the road network distance, that is, the length of the shortest path connecting two points; the distance measure between strings needs to use the edit distance. [...

Claims

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Application Information

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IPC IPC(8): G06F17/30G06Q50/00
Inventor 高云君陈璐邢郅豪柳晴
Owner ZHEJIANG UNIV
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