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ORCIDMathematical Programming, Volume 65
Volume 65, 1994
- J. E. Martínez-Legaz
, A. Seeger:
A general cone decomposition theory based on efficiency. 1-20 - Siegfried Helbig:
Duality in disjunctive programming via vector optimization. 21-41 - Masakazu Kojima, Toshihito Noma, Akiko Yoshise:
Global convergence in infeasible-interior-point algorithms. 43-72 - James Renegar:
Some perturbation theory for linear programming. 73-91 - Péter L. Erdös, László A. Székely:
On weighted multiway cuts in trees. 93-105 - Sjur Didrik Flåm, Alberto Seeger:
Solving cone-constrained convex programs by differential inclusions. 107-121 - Adrian S. Lewis:
Facial reduction in partially finite convex programming. 123-138 - William H. Cunningham, Jan Green-Krótki:
A separation algorithm for the matchable set polytope. 139-150 - Baichun Xiao, Patrick T. Harker:
A nonsmooth Newton method for variational inequalities, I: theory. 151-194 - Baichun Xiao, Patrick T. Harker:
A nonsmooth Newton method for variational inequalities, II: numerical results. 195-216 - Michael J. Todd:
Interior-point algorithms for semi-infinite programming. 217-245 - R. B. Mifflin, John L. Nazareth:
The least prior deviation quasi-Newton update. 247-261 - B. Curtis Eaves, Uriel G. Rothblum:
Formulation of linear problems and solution by a universal machine. 263-309 - Igor Averbakh:
Probabilistic properties of the dual structure of the multidimensional knapsack problem and fast statistically efficient algorithms. 311-330 - Athanasios Migdalas:
A regularization of the Frank-Wolfe method and unification of certain nonlinear programming methods. 331-345 - Osman Güler:
Limiting behavior of weighted central paths in linear programming. 347-363 - Karen T. Medhi:
A two-stage successive overrelaxation algorithm for solving the symmetric linear complementarity problem. 365-380
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