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A projection iterative algorithm boundary element method for the Signorini problem
Engineering Analysis With Boundary Elements, 2013 International audienceWe propose a projection iterative algorithm based on a fixed point equation for solving a certain class of Signorini problem. The satisfaction of the Signorini boundary conditions is verified in a projection iterative manner, and at
Shougui Zhang, Jialin Zhu
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Quasi-Newton Iterative Projection Algorithm for Sparse Recovery
Neurocomputing, 2014Mingli Jing, Xueqin Zhou, Chun Qi
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Iterative projection algorithms and applications in x-ray crystallography [PDF]
, 2011 X-ray crystallography is a technique for determining the structure (positions of atoms in space) of molecules. It is a well developed technique, and is applied routinely to both small inorganic and large organic molecules. However, the determination of the structures of large biological molecules by x-ray crystallography can still be an experimentally ...
Lo, Victor Lai-Xin
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Fast algorithm for Joseph’s forward projection in iterative computed tomography reconstruction
Journal of Ambient Intelligence and Humanized Computing, 2022Shunli Zhang, Haibo Zhang
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Iterative Projection Approximation Algorithms for PCA
2006 IEEE International Conference on Acoustics Speed and Signal Processing Proceedings, 2006In this paper we introduce a new error measure, integrated reconstruction error (IRE), the minimization of which leads to principal eigenvectors (without rotational ambiguity) of the data covariance matrix. Then we present iterative algorithms for the IRE minimization, through the projection approximation.
Seungjin Choi +2 more
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Video image super-resolution restoration based on iterative back-projection algorithm
, 2009 Image fusion was one of the most important technology of pattern recognition. This paper proposed a fast superresolution image reconstruction algorithm basing on image sequences.
Baikun Wan, Lin Meng, Dong Ming
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Characteristics of iterative projection algorithms
SPIE Proceedings, 2012A brief description of various iterative projection algorithms and the relationships between them is given, along with some possible reasons for their ability to solve non-convex problems. An empirical model of their behaviour when applied to non-convex problems is also described.
Victor Lo, Rick P. Millane
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Iterative projection algorithms in protein crystallography. II. Application
Acta Crystallographica Section A Foundations and Advances, 2015Iterative projection algorithms (IPAs) are a promising tool for protein crystallographic phase determination. Although related to traditional density-modification algorithms, IPAs have better convergence properties, and, as a result, can effectively overcome the phase problem given modest levels of structural redundancy. This is illustrated by applying
Lo, Victor L. +2 more
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An iterative algorithm for the projective registration of free form surfaces
Proceedings 2000 International Conference on Image Processing (Cat. No.00CH37101), 2002In this paper we present a novel image registration algorithm combining the iterative closest point algorithm with focus of expansion theory for 3D-2D projective registration of free-form surfaces. A pure translational camera configuration is used, which is a widely adopted constraint to structural estimation.
Yonghuai Liu, Marcos A. Rodrigues 0001
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Iterative Project Quasi-Newton Algorithm for Training RBM
Proceedings of the AAAI Conference on Artificial Intelligence, 2016The restricted Boltzmann machine (RBM) has been used as building blocks for many successful deep learning models, e.g., deep belief networks (DBN) and deep Boltzmann machine (DBM) etc. The training of RBM can be extremely slow in pathological regions.
Shuai Mi +5 more
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