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Heat kernel signature
Name: Heat kernel signature
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A heat kernel signature (HKS) is a feature descriptor for use in deformable shape analysis and belongs to the group of spectral shape analysis methods. Abstract. We propose a novel point signature based on the properties of the heat diffusion process on a shape. Our signature, called the Heat Kernel Signature. The Heat Kernel Signature is an approach, which is well suited for this kind of problem.
1 Intoduction. 3D shape matching is a common field in modern geometry. Heat Kernel Signature. Discrete Differential Geometry - Project Writeup. Ye Han. 1. Introduction. In the mathematical study of heat conduction and diffusion, the. Heat Kernel Signature: A Concise. Si. B d. H. Diff i. Signature Based on Heat Diffusion. Leo Guibas A Concise and Provably Informative Multi-scale Signature.
ing than the commonly used Heat Kernel Signature (HKS). As an application of the WKS in shape analysis we show results on shape matching. 1. Feature. Scale-invariant heat kernel signatures for non-rigid shape recognition. Michael M . Bronstein. Department of Computer Science, Technion – Israel Institute of. In this work we propose a generalization of the Heat Kernel Signature (HKS).
Keywords: Shape analysis, Hodge Laplacian, heat kernel, discrete exterior. Here, we extend the idea of heat kernel signature to robust isometry- invariant volumetric descriptors, and show their utility in shape retrieval. Heat kernel. • Derive descriptors from eigen-structure. – Eigenvalues g. – Distance based descriptors on spectral embedding. – Heat kernel signature.