Tal Hassner & Ce Liu 
Dense Image Correspondences for Computer Vision [PDF ebook] 

Dukung

This book describes the fundamental building-block of many new computer vision systems: dense and robust correspondence estimation. Dense correspondence estimation techniques are now successfully being used to solve a wide range of computer vision problems, very different from the traditional applications such techniques were originally developed to solve. This book introduces the techniques used for establishing correspondences between challenging image pairs, the novel features used to make these techniques robust, and the many problems dense correspondences are now being used to solve. The book provides information to anyone attempting to utilize dense correspondences in order to solve new or existing computer vision problems. The editors describe how to solve many computer vision problems by using dense correspondence estimation. Finally, it surveys resources, code and data, necessary for expediting the development of effective correspondence-based computer vision systems.

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Daftar Isi

Introduction to Dense Optical Flow.- SIFT Flow: Dense Correspondence across Scenes and its Applications.- Dense, Scale-Less Descriptors.- Scale-Space SIFT Flow.- Dense Segmentation-aware Descriptors.- SIFTpack: A Compact Representation for Efficient SIFT Matching.- In Defense of Gradient-Based Alignment on Densely Sampled Sparse Features.- From Images to Depths and Back.- Depth Transfer: Depth Extraction from Video Using Non-parametric Sampling.- Joint Inference in Image Datasets via Dense Correspondence.- Dense Correspondences and Ancient Texts.

Tentang Penulis

Prof. Tal Hassner is a faculty member of the Department of Mathematics and Computer Science, The Open University of Israel, Israel. Ce Liu is a Researcher with Google.

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Bahasa Inggris ● Format PDF ● Halaman 295 ● ISBN 9783319230481 ● Ukuran file 19.9 MB ● Editor Tal Hassner & Ce Liu ● Penerbit Springer International Publishing ● Kota Cham ● Negara CH ● Diterbitkan 2015 ● Diunduh 24 bulan ● Mata uang EUR ● ID 4719699 ● Perlindungan salinan DRM sosial

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