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A Linear Generative Model for Graph Structurejacency matrix. We commence by using correspondence information to place the nodes of each of a set of graphs in a standard reference order. Using the correspondences order, we convert the adjacency matrices to long-vectors and compute the long-vector covariance matrix. By projecting the vectorised

Graves’-disease

Graph Seriation Using Semi-definite Programmingn important task in network analysis problem in routine and bioinformatics. In this paper we show how the problem of graph seriation can be solved using semi-definite programming (SDP). This is a convex optimisation procedure that has recently found widespread use in computer vision. The main contri

吹牛需要藝術(shù)

Comparing String Representations and Distances in a Natural Images Classification Taskterest detected thanks to an interest point detector. These salient zones are characterized by local signatures describing singularities and they are linked by using graph seriation algorithms and perceptual methods. Once each image is represented by a string of signatures, we propose to use string-

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Reduction Strings: A Representation of Symbolic Hierarchical Graphs Suitable for Learningrgeted for learning the rules, since it contains information about which rules were applied, but also because it can be used to easily define the space of all possible pyramids as a .. We also consider restraining the possible rules to some basic ones in order to make the reduction trees easy to bui

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BARGE

The ,: A Unified Representation for Topology and Geometrybased information, and its interface is carefully designed to support a variety of automatic and interactive segmentation methods. We have successfully used the abstract concept of a . as a foundation for the implementation of well-known segmentation methods.

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笨重

Towards Unitary Representations for Graph Matchingeas from the field of quantum computing we recall the definition of the unitary matrices inducing quantum walks. We show how the spectra of these matrices are related to the spectra of the transition matrices of classical walks. Despite this relationship the behaviour of quantum walks is vastly diff

defendant

Reactive Tabu Search for Measuring Graph Similarityrant graph matching, giving rise to different graph similarity measures. A first goal of this paper is to show that these different measures can be viewed as special cases of a generic similarity measure introduced in [8]. This generic similarity measure is based on a non-bijective graph matching (l