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GRID MAP FUSION METHOD BASED ON MAXIMUM COMMON SUBGRAPH

机译:基于最大公共子图的网格图融合方法

摘要

Disclosed is a grid map fusion method based on a maximum common subgraph. The method comprises the following steps: S1, creating a grid map of an environment; S2, extracting a Harris angular point of a grid map to be fused; S3, extracting three angular points from each grid map to be fused; S4, determining whether three pairs of input angular points can form a triangle isomorphism scheme, and if not, returning to S3, and if so, performing S5; S5, iteratively constructing a polygon isomorphism scheme; S6, determining whether there is an angular point which is not substituted into the triangle isomorphism scheme, in the grid map to be fused, and if so, returning to S3, and if not, performing S7; S7, selecting an optimal polygon isomorphism scheme and a corresponding optimal transformation matrix; and S8, realizing grid map fusion according to the optimal transformation matrix and a fusion rule. The present invention can reliably realize grid map fusion and has the advantage of high fusion accuracy.
机译:公开了一种基于最大公共子图的网格图融合方法。该方法包括以下步骤:S1,创建环境的网格图; S2,提取待融合的网格图的哈里斯角点; S3,从每个待融合的网格图中提取三个角点; S4,判断三对输入角点是否可以形成三角形同构方案,如果不能,则返回S3,如果可以,则执行S5; S5,迭代构造多边形同构方案; S6,判断待融合的网格图中是否存在未替换为三角形同构方案的角点,如果是,则返回S3,否则,执行S7; S7,选择最优多边形同构方案和相应的最优变换矩阵; S8,根据最优变换矩阵和融合规则实现网格图融合。本发明可以可靠地实现网格图融合,并且融合精度高。

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