A degenerate extreme point strategy for the classification of linear constraints as redundant or necessary RJ Caron, JF McDonald, CM Ponic Journal of Optimization Theory and Applications 62 (2), 225-237, 1989 | 110 | 1989 |
The zero set of a polynomial R Caron, T Traynor WSMR Report, 05-02, 2005 | 102 | 2005 |
A mathematical programming approach to joint cell formation and operation allocation in cellular manufacturing A Atmani, RS Lashkari, RJ Caron The International Journal of Production Research 33 (1), 1-15, 1995 | 70 | 1995 |
Shake-and-bake algorithms for generating uniform points on the boundary of bounded polyhedra CGE Boender, RJ Caron, JF McDonald, AHGR Kan, HE Romeijn, ... Operations research 39 (6), 945-954, 1991 | 52 | 1991 |
Estimating the prediction function and the number of unseen species in sampling with replacement S Boneh, A Boneh, RJ Caron Journal of the American Statistical Association 93 (441), 372-379, 1998 | 51 | 1998 |
Constraint classification in mathematical programming A Boneh, S Boneh, RJ Caron Mathematical Programming 61, 61-73, 1993 | 37 | 1993 |
Analytic centers and repelling inequalities RJ Caron, HJ Greenberg, AG Holder European Journal of Operational Research 143 (2), 268-290, 2002 | 31 | 2002 |
Convergence properties of hit–and–run samplers C Bélisle, A Boneh, RJ Caron Stochastic Models 14 (4), 767-800, 1998 | 26 | 1998 |
Redundancy RJ Caron, A Boneh, S Boneh Advances in Sensitivity Analysis and Parametic Programming, 449-489, 1997 | 24 | 1997 |
Generalized Motzkin theorems of the alternative and vector optimization problems R Zeng, RJ Caron Journal of optimization theory and applications 131, 281-299, 2006 | 19 | 2006 |
Minimal representation of quadratically constrained convex feasible regions WT Obuchowska, RJ Caron Mathematical programming 68, 169-186, 1995 | 18 | 1995 |
On the best case performance of hit and run methods for detecting necessary constraints RJ Caron, M Hlynka, JF McDonald Mathematical programming 54, 233-249, 1992 | 18 | 1992 |
Finding a positive semidefinite interval for a parametric matrix RJ Caron, NIM Gould Linear Algebra and its Applications 76, 19-29, 1986 | 18 | 1986 |
An algorithm to determine boundedness of quadratically constrained convex quadratic programmes RJ Caron, WT Obuchowska European Journal of Operational Research 80 (2), 431-438, 1995 | 15 | 1995 |
Unboundedness of a convex quadratic function subject to concave and convex quadratic constraints RJ Caron, W Obuchowska European journal of operational research 63 (1), 114-123, 1992 | 14 | 1992 |
A new approach to the analysis of random methods for detecting necessary linear inequality constraints RJ Caron, JF McDonald Mathematical programming 43, 97-102, 1989 | 13 | 1989 |
Note on prime representations of convex polyhedral sets A Boneh, RJ Caron, FW Lemire, JF McDonald, J Telgen, T Vorst Journal of Optimization Theory and Applications 61 (1), 137-142, 1989 | 12 | 1989 |
A parameterized Hessian quadratic programming problem MJ Best, RJ Caron Annals of Operations Research 5 (1), 373-394, 1986 | 11 | 1986 |
Feasibility and constraint analysis of sets of linear matrix inequalities RJ Caron, T Traynor, S Jibrin INFORMS Journal on Computing 22 (1), 144-153, 2010 | 10 | 2010 |
Probabilistic algorithms for extreme point identification S Jibrin, A Boneh, RJ Caron Journal of Interdisciplinary Mathematics 10 (1), 131-142, 2007 | 9 | 2007 |