TY - BOOK AU - Kropatsch,Walter G AU - Artner,Nicole M AU - Haxhimusa,Yll AU - Jiang,Xiaoyi TI - Graph-Based Representations in Pattern Recognition: 9th IAPR-TC-15 International Workshop, GbRPR 2013, Vienna, Austria, May 15-17, 2013. Proceedings SN - 9783642382215 PY - 2013/// CY - Berlin, Heidelberg PB - Springer Berlin Heidelberg KW - Computer science KW - Data structures (Computer science) KW - Mathematics KW - Computer graphics KW - Image processing KW - Pattern recognition N1 - A One Hour Trip in the World of Graphs, Looking at the Papers of the Last Ten Years -- A Unified Framework for Strengthening Topological Node Features and Its Application to Subgraph Isomorphism Detection -- On the Complexity of Submap Isomorphism -- Flooding Edge Weighted Graphs -- Graph Matching with Nonnegative Sparse Model -- TurboTensors for Entropic Image Comparison -- Active-Learning Query Strategies Applied to Select a Graph Node Given a Graph Labelling -- GMTE: A Tool for Graph Transformation and Exact/Inexact Graph Matching -- A Comparison of Explicit and Implicit Graph Embedding Methods for Pattern Recognition -- Adjunctions on the Lattice of Dendrograms -- A Continuous-Time Quantum Walk Kernel for Unattributed Graphs -- Relevant Cycle Hypergraph Representation for Molecules -- A Quantum Jensen-Shannon Graph Kernel Using the Continuous-Time Quantum Walk -- Treelet Kernel Incorporating Chiral Information -- A Novel Software Toolkit for Graph Edit Distance Computation -- Map Edit Distance vs. Graph Edit Distance for Matching Images -- An Algorithm for Maximum Common Subgraph of Planar Triangulation Graphs -- Graph Characteristics from the Schrödinger Operator -- Persistent Homology in Image Processing -- Towards Minimal Barcodes -- A Fast Matching Algorithm for Graph-Based Handwriting Recognition -- On the Evaluation of Graph Centrality for Shape Matching -- Shape Recognition as a Constraint Satisfaction Problem -- Gaussian Wave Packet on a Graph -- Exact Computation of Median Surfaces Using Optimal 3D Graph Search -- Estimation of Distribution Algorithm for the Max-Cut Problem UR - http://dx.doi.org/10.1007/978-3-642-38221-5 ER -