We introduce a measure for computing the similarity between multiple polylines and a polygon, that can be computed in O(km 2 n 2) time with a straightforward dynamic programming algorithm. We then present a novel fast algorithm that runs in time O(kmn logmn). Here, m denotes the number of vertices in the polygon, and n is the total number of vertices in the k polylines that are matched against the polygon. The effectiveness of the similarity measure has been demonstrated in a part-based retrieval application with known ground-truth
We study the problem of morphing between two polylines that represent a geographical feature general...
Abstract. Vertex similarity is a major problem in network science with a wide range of applica-tions...
We study the problem of morphing between two polylines that represent a geographical feature general...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We present an algorithm for polyline (and polygon) similarity testing that is based on the double-cr...
We introduce two new related metrics, the geodesic width and the link width, for measuring the “dist...
Abstract. We introduce two new related metrics, the geodesic width and the link width, for measuring...
Given two planar polylines T and P with n and m edges, respectively, wepresent an O(m 2 n 2) time, O...
Given two planar polylines T and P with n and m edges, respectively, wepresent an O(m 2 n 2) time, O...
In this paper we present algorithms for a number of problems in geometric pattern matching where the...
International audienceDistance computation between polylines is a key point to assess similarity bet...
This paper proposes a new method for the matching of polygon features. Firstly, the main points depi...
Abstract. We propose a two-stage framework for polygon retrieval which incorporates both qualitative...
We study the problem of morphing between two polylines that represent a geographical feature general...
Abstract. Vertex similarity is a major problem in network science with a wide range of applica-tions...
We study the problem of morphing between two polylines that represent a geographical feature general...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We introduce a measure for computing the similarity between multiple polylines and a polygon, that c...
We present an algorithm for polyline (and polygon) similarity testing that is based on the double-cr...
We introduce two new related metrics, the geodesic width and the link width, for measuring the “dist...
Abstract. We introduce two new related metrics, the geodesic width and the link width, for measuring...
Given two planar polylines T and P with n and m edges, respectively, wepresent an O(m 2 n 2) time, O...
Given two planar polylines T and P with n and m edges, respectively, wepresent an O(m 2 n 2) time, O...
In this paper we present algorithms for a number of problems in geometric pattern matching where the...
International audienceDistance computation between polylines is a key point to assess similarity bet...
This paper proposes a new method for the matching of polygon features. Firstly, the main points depi...
Abstract. We propose a two-stage framework for polygon retrieval which incorporates both qualitative...
We study the problem of morphing between two polylines that represent a geographical feature general...
Abstract. Vertex similarity is a major problem in network science with a wide range of applica-tions...
We study the problem of morphing between two polylines that represent a geographical feature general...