O. du Merle

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ The Cutting-Plane Method for Solving Convex Programs 1960 James E. Kelley
6
+ Decomposition and Nondifferentiable Optimization with the Projective Algorithm 1992 Jean‐Louis Goffin
Alain Haurie
J.‐P. Vial
5
+ The Decomposition Algorithm for Linear Programs 1961 George B. Dantzig
Philip Wolfe
4
+ A polynomial newton method for linear programming 1986 Guy de Ghellinck
J.‐P. Vial
3
+ Experimental behavior of an interior point cutting plane algorithm for convex programming: an application to geometric programming 1994 Olivier Bahn
Jean‐Louis Goffin
J.‐P. Vial
O. du Merle
2
+ Newton's method for convex programming and Tchebycheff approximation 1959 E. W. Cheney
A. A. Goldstein
2
+ PDF Chat Augmented self-concordant barriers and nonlinear optimization problems with finite complexity 2004 Yu. Nesterov
Jean-Philippe Vial
2
+ Partitioning procedures for solving mixed-variables programming problems 1962 J. F. Benders
2
+ On the computation of weighted analytic centers and dual ellipsoids with the projective algorithm 1993 Jean‐Louis Goffin
J.‐P. Vial
2
+ New Algorithms in Convex Programming Based on a Notion of “Centre” (for Systems of Analytic Inequalities) and on Rational Extrapolation 1988 Gy. Sonnevend
2
+ Cutting planes and column generation techniques with the projective algorithm 1990 Jean‐Louis Goffin
J.‐P. Vial
2
+ Variable metric bundle methods: From conceptual to implementable forms 1997 Claude LemarĂŠchal
Claudia SagastizĂĄbal
1
+ A cutting plane method from analytic centers for stochastic programming 1995 Olivier Bahn
O. du Merle
Jean‐Louis Goffin
J.‐P. Vial
1
+ Implementing cholesky factorization for interior point methods of linear programming 1993 Jacek Gondzio
1
+ Using an interior point method for the master problem in a decomposition approach 1997 Jacek Gondzio
Robert Sarkissian
J.‐P. Vial
1
+ Large Step Path-Following Methods for Linear Programming, Part I: Barrier Function Method 1991 ClĂłvis C. Gonzaga
1
+ Using Lagrangean Techniques to Solve Hierarchical Production Planning Problems 1982 Stephen C. Graves
1
+ A polynomial method of approximate centers for linear programming 1992 C. Roos
Jean-Philippe Vial
1
+ Convex nondifferentiable optimization: A survey focused on the analytic center cutting plane method 2002 Jean‐Louis Goffin
Jean-Philippe Vial
1
+ PDF Chat Efficient solution of two-stage stochastic linear programs using interior point methods 1992 John R. Birge
Derek F. Holmes
1
+ Large Step Path-Following Methods for Linear Programming, Part II: Potential Reduction Method 1991 ClĂłvis C. Gonzaga
1
+ Manifestations of the Schur complement 1974 Richard W. Cottle
1
+ Path-Following Methods for Linear Programming 1992 ClĂłvis C. Gonzaga
1
+ Advances in Linear and Integer Programming 1996 J. E. Beasley
1
+ Stabilized column generation 1999 O. du Merle
Daniel L. Villeneuve
Jacques Desrosiers
Pierre Hansen
1
+ PDF Chat Solving nonlinear multicommodity flow problems by the analytic center cutting plane method 1997 Jean‐Louis Goffin
Jacek Gondzio
Robert Sarkissian
J.‐P. Vial
1
+ Complexity estimates of some cutting plane methods based on the analytic barrier 1995 Yu. Nesterov
1
+ A Potential Reduction Algorithm Allowing Column Generation 1992 Yinyu Ye
1
+ A cutting plane algorithm for convex programming that uses analytic centers 1995 David S. Atkinson
Pravin M. Vaidya
1
+ PDF Chat An Interior Point Algorithm for Minimum Sum-of-Squares Clustering 1999 O. du Merle
Pierre Hansen
Brigitte Jaumard
Nenad Mladenović
1
+ Bicriterion Cluster Analysis 1980 Michel Delattre
Pierre Hansen
1
+ Parallel bundle-based decomposition for large-scale structured mathematical programming problems 1990 Deepankar Medhi
1
+ Using central prices in the decomposition of linear programs 1993 Jean‐Louis Goffin
Alain Haurie
Jean-Philippe Vial
Dinghuan Zhu
1
+ On a homogeneous algorithm for the monotone complementarity problem 1999 Erling D. Andersen
Yinyu Ye
1
+ An "analytical centre" for polyhedrons and new classes of global algorithms for linear (smooth, convex) programming 2006 Gy. Sonnevend
1
+ Computing Block-Angular Karmarkar Projections with Applications to Stochastic Programming 1988 John R. Birge
Liqun Qi
1
+ Some methods for classification and analysis of multivariate observations 1967 James B. MacQueen
1
+ Linear Programming and Extensions 1963 George B. Dantzig
1
+ ACCPM — A library for convex optimization based on an analytic center cutting plane method 1996 Jacek Gondzio
O. du Merle
Robert Sarkissian
J.‐P. Vial
1
+ Formulating Two-Stage Stochastic Programs for Interior Point Methods 1991 Irvin J. Lustig
John M. Mulvey
Tamra Carpenter
1
+ Lagrangian Relaxation for Integer Programming 2009 Arthur M. Geoffrion
1
+ Numerical methods for fuzzy clustering 1970 Enrique H. Ruspini
1
+ Large Scale Linear Programming Techniques 1988 Roger J.‐B. Wets
1
+ On Minimizing a Convex Function Subject to Linear Inequalities 1955 E. M. L. Beale
1
+ PDF Chat Bundle-Based Decomposition: Conditions for Convergence 1989 Stephen M. Robinson
1
+ Geometric programming 1981 Mikuláš Luptáčik
1
+ Finding groups in data: an introduction to cluster analysis 1991 1
+ Mathematical Programming 1995 Brian Conolly
S. Vajda
1
+ Constrained nonlinear programming 1989 Philip E. Gill
Walter Murray
M. A. Saunders
Margaret H. Wright
1
+ Decomposition and Non-differentiable Optimization with the Projective Algorithm 1989 Jean‐Louis Goffin
Alain Haurie
Jean-Philippe Vial
1