In this paper, we develop an algorithm for minimizing the $L_{p} $ norm of a vector whose components are linear Ractional fimctions, where $p $ is an arbitraly positive integer. The problem is included in the sum-of-ratios problem, and often occurs in computer vision. In that case, it is characterized by a large number of ratios and a small number of vari-ables. The algorithm we propose exploits those special stmctures and generates a globally optimal solution in a practical amount of computational time
We consider energy minimization problems related to image labeling, partitioning, and grouping, whic...
10.1023/B:JOTA.0000005450.58251.6dJournal of Optimization Theory and Applications1192357-37
Abstract A wide range of low level vision problems have been for-mulated in terms of finding the mos...
In this paper, we develop an algorithm for minimizing the L q norm of a vector whose components are ...
We present a branch and bound algorithm for globally solving the sum of ratios problem. In this prob...
AbstractThe nonlinear sum of ratios problem (P) has several important applications. However, it is a...
Minimizing L∞ error norm for some geometric vision problems provides global optimization using the w...
L’objectif général de cette thèse est d’appliquer une méthode d’optimisation polynomiale basée sur l...
In this paper, we make a modification to Karl and Hartley‘s formulation of problems in computer visi...
A global optimization algorithm is proposed for solving sum of general linear ratios problem (P) usi...
We equivalently transform the sum of linear ratios programming problem into bilinear programming pro...
Abstract. We present an algorithm for finding a global minimum of a multimodal, multivariate functio...
Computer vision is today a wide research area including topics like robot vision, image analysis, pa...
We present an algorithm for finding a global minimum of a multimodal, multivariate functionwhose eva...
Solutions to non-linear least squares problems play an essential role in structure and motion proble...
We consider energy minimization problems related to image labeling, partitioning, and grouping, whic...
10.1023/B:JOTA.0000005450.58251.6dJournal of Optimization Theory and Applications1192357-37
Abstract A wide range of low level vision problems have been for-mulated in terms of finding the mos...
In this paper, we develop an algorithm for minimizing the L q norm of a vector whose components are ...
We present a branch and bound algorithm for globally solving the sum of ratios problem. In this prob...
AbstractThe nonlinear sum of ratios problem (P) has several important applications. However, it is a...
Minimizing L∞ error norm for some geometric vision problems provides global optimization using the w...
L’objectif général de cette thèse est d’appliquer une méthode d’optimisation polynomiale basée sur l...
In this paper, we make a modification to Karl and Hartley‘s formulation of problems in computer visi...
A global optimization algorithm is proposed for solving sum of general linear ratios problem (P) usi...
We equivalently transform the sum of linear ratios programming problem into bilinear programming pro...
Abstract. We present an algorithm for finding a global minimum of a multimodal, multivariate functio...
Computer vision is today a wide research area including topics like robot vision, image analysis, pa...
We present an algorithm for finding a global minimum of a multimodal, multivariate functionwhose eva...
Solutions to non-linear least squares problems play an essential role in structure and motion proble...
We consider energy minimization problems related to image labeling, partitioning, and grouping, whic...
10.1023/B:JOTA.0000005450.58251.6dJournal of Optimization Theory and Applications1192357-37
Abstract A wide range of low level vision problems have been for-mulated in terms of finding the mos...