Journal of Computer Applications ›› 2023, Vol. 43 ›› Issue (7): 2026-2033.DOI: 10.11772/j.issn.1001-9081.2022091371
Special Issue: 第39届CCF中国数据库学术会议(NDBC 2022)
• The 39th CCF National Database Conference (NDBC 2022) • Previous Articles Next Articles
Fangshu CHEN(), Wei ZHANG, Xiaoming HU, Yufei ZHANG, Xiankai MENG, Linxiang SHI
Received:
2022-08-25
Revised:
2022-09-20
Accepted:
2022-10-12
Online:
2023-07-20
Published:
2023-07-10
Contact:
Fangshu CHEN
About author:
CHEN Fangshu, born in 1989, Ph. D., lecturer. Her research interests include data mining, spatio-temporal data analysis.Supported by:
通讯作者:
陈方疏
作者简介:
陈方疏(1989—),女,湖北襄阳人,讲师,博士,CCF会员,主要研究方向:数据挖掘、时空数据分析;基金资助:
CLC Number:
Fangshu CHEN, Wei ZHANG, Xiaoming HU, Yufei ZHANG, Xiankai MENG, Linxiang SHI. Dynamic aggregate nearest neighbor query algorithm in weighted road network space[J]. Journal of Computer Applications, 2023, 43(7): 2026-2033.
陈方疏, 张为, 胡小明, 张宇飞, 孟宪凯, 石林祥. 加权路网空间中动态聚集最近邻居查询算法[J]. 《计算机应用》唯一官方网站, 2023, 43(7): 2026-2033.
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URL: https://www.joca.cn/EN/10.11772/j.issn.1001-9081.2022091371
变量符号 | 含义 |
---|---|
G(V,E,W) | 路网图G,其中点集合V、边集合E和路网权重集合W |
P, Q | 数据点集合P、查询点集合Q |
[pi,qj ] | pi 到qj 的最短路网距离 |
dist(pi,qj ) | pi 到qj 的最短欧氏距离 |
counts(SET) | 集合SET中的元素数量 |
path(pi,qj ) | pi 到qj 的最短路径 |
len(pi,qj,G') | path(pi,qj )中的落在子图G'中的边的数量 |
pass(e) | 经过边e的最短路径频数 |
var(e,t0,t1) | t0至t1时刻边e的路网权重增量 |
I(e) | 集合E中边e对应的重要性权重 |
Tab. 1 Symbols and meanings
变量符号 | 含义 |
---|---|
G(V,E,W) | 路网图G,其中点集合V、边集合E和路网权重集合W |
P, Q | 数据点集合P、查询点集合Q |
[pi,qj ] | pi 到qj 的最短路网距离 |
dist(pi,qj ) | pi 到qj 的最短欧氏距离 |
counts(SET) | 集合SET中的元素数量 |
path(pi,qj ) | pi 到qj 的最短路径 |
len(pi,qj,G') | path(pi,qj )中的落在子图G'中的边的数量 |
pass(e) | 经过边e的最短路径频数 |
var(e,t0,t1) | t0至t1时刻边e的路网权重增量 |
I(e) | 集合E中边e对应的重要性权重 |
数据集 | 边数 | 点数 |
---|---|---|
California | 21 693 | 21 048 |
Oldenburg | 7 034 | 6 014 |
North America | 179 178 | 175 812 |
Tab. 2 Road network datasets
数据集 | 边数 | 点数 |
---|---|---|
California | 21 693 | 21 048 |
Oldenburg | 7 034 | 6 014 |
North America | 179 178 | 175 812 |
数据集 | 建立时间/s | 内存消耗/MB |
---|---|---|
California | 56.8 | 80.5 |
Oldenburg | 49.8 | 54.8 |
North America | 210.8 | 310.8 |
Tab. 3 Performance of G-tree index
数据集 | 建立时间/s | 内存消耗/MB |
---|---|---|
California | 56.8 | 80.5 |
Oldenburg | 49.8 | 54.8 |
North America | 210.8 | 310.8 |
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