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A generalized prime-number-based matrix strategy for efficient iconic indexing of symbolic pictures

机译:基于通用质数的矩阵策略用于符号图片的有效图标索引

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In this paper, we propose an efficient iconic indexing strategy called generalized prime-number-based matrix (GPN Matrix) for symbolic pictures, in which each spatial relationship between any two objects is represented as a product of some prime numbers from a set of 12 prime numbers and is recorded in a matrix. In the proposed strategy, we classify l69 spatial relationships between two objects in 2D space into five spatial categories, and define a generalized category rule (based on module operations) for each of those five spatial categories. As compared to the prime-number-based matrix (PN Matrix) strategy (Chang and Yang, 1997), in which each spatial relationship between any two objects is represented as a product of some prime numbers from a set of l7 prime numbers, the GPN Matrix strategy has a smaller storage space requirement than the PN Matrix strategy, which also improves the query processing time.
机译:在本文中,我们为符号图片提出了一种有效的图标索引策略,称为通用基于素数的矩阵(GPN Matrix),其中,任意两个对象之间的每个空间关系都表示为一组12中一些素数的乘积质数,并记录在矩阵中。在提出的策略中,我们将2D空间中两个对象之间的l69空间关系分为五个空间类别,并为这五个空间类别中的每一个定义一个通用的类别规则(基于模块运算)。与基于质数的矩阵(PN矩阵)策略(Chang and Yang,1997)相比,在该策略中,任意两个对象之间的每个空间关系都表示为来自一组17个质数的质数的乘积,与PN Matrix策略相比,GPN Matrix策略具有较小的存储空间要求,这也缩短了查询处理时间。

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