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Mathematical Programming 1993: Vol 61 Index PDF

3 Pages·1993·0.54 MB·English
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Preview Mathematical Programming 1993: Vol 61 Index

Mathematical Programming 61 (1993) 399-400 North-Holland Author Index Volume 61 Adler, I. and R. Shamir, A randomized scheme for speeding up algorithms for linear and convex programming problems with high constraints-to-variables ratio (1) 39- 52 Armand, P., Finding all maximal efficient faces in multiobjective linear programming (3) 357-375 Attouch, H. and R.J.-B. Wets, Quantitative stability of variational systems: III. e-approximate solutions (2) 197-214 Bolintineanu, S., Minimization of a quasi-concave function over an efficient set (1) 89-110 Boneh, A., S. Boneh and R.J. Caron, Constraint classification in mathematical programming (1) 61- 73 Boneh, S., see A. Boneh (1) 61- 73 Borwein, J.M., On the failure of maximum entropy reconstruction for Fredholm equations and other infinite systems (2) 251-261 Calamai, P.H., L.N. Vicente and J.J. Jtidice, A new technique for generating quadratic programming test problems (2) 215-231 Caron, R.J., see A. Boneh (1) 61- 73 Conforti, M. and M.R. Rao, Testing balancedness and perfection of linear matrices (1) 1-18 Crama, Y., Concave extensions for nonlinear 0-1 maximization problems (1) 53- 60 Dinkel, J.J. and M.J. Tretter, Characterization of perturbed mathematical programs and inter- (3) 377-384 val analysis (3) 327-343 Eaves, B.C. and U.G. Rothblum, A class of ‘‘onto’’ multifunctions (3) 281-300 Florian, M., see J.H. Wu Goldfarb, D. and S. Liu, An O(°L) primal—dual potential reduction algorithm for solving convex quadratic programs (2) 161-170 Juidice, J.J., see PH. Calamai (2) 215-231 Khachiyan, L.G. and M.J. Todd, On the complexity of approximating the maximal inscribed ellipsoid for a polytope (2) 137-159 Kojima, M., N. Megiddo and S. Mizuno, A primal—dual infeasible-inerior-point algorithm for linear programming (3) 263-280 Liu, S., see D. Goldfarb (2) 161-170 Louveaux, F.V. and M.H. van der Vlerk, Stochastic programming with simple integer recourse (3) 301-325 Marcotte, P., see J.LH. Wu (3) 281-300 Megiddo, N., see M. Kojima (3) 263-280 Miao, J., Ky Fan’s N-matrices and linear complementarity problems (3) 351-356 Mizuno, S., see M. Kojima (3) 263-280 Mokhtarian, F.S., see X. Zhou (3) 385-397 Murthy, G.S.R., T. Parthasarathy and G. Ravindran, A copositive Q-matrix which is not Ro (1) 131-135 Murthy, G.S.R., A note on sufficient conditions for Qy and Q)M Py matrices (3) 345-349 Muu, Le Dung, An algorithm for solving convex programs with an additional convex—concave constraint (1) 75- 87 Nocedal, J. and Y.-x. Yuan, Analysis of a self-scaling quasi- Newton method (1) 19- 37 Parthasarathy, T., see G.S.R. Murthy (1) 131-135 Rao, M.R., see M. Conforti (1) 1-18 Ravindran, G., see G.S.R. Murthy (1) 131-135 Rothblum, U.G., see B.C. Eaves (3) 327-343 Sankaran, J.K., Some new results regarding spikes and a heuristic for spike construction (2) 171-195 Sekitani, K. and Y. Yamamoto, A recursive algorithm for finding the minimum norm point in a polytope and a pair of closest points in two polytopes (2) 233-249 Shamir, R., see I. Adler (1) 3% 52 Todd, M.J., see L.G. Khachiyan (2) 137-159 400 Author Index Volume 61 Tretter, M.J., see J.J. Dinkel (3) 377-384 Vicente, L.N., see P.H. Calamai (2) 215-231 Vlerk, M.H. van der, see F.V. Louveaux (3) 301-325 Wallace, S.W. and T. Yan, Bounding multi-stage stochastic programs form above (1) 111-129 Wets, R.J.-B., see H. Attouch (2) 197-214 Wu, J.H., M. Florian and P. Marcotte, A general descent framework for the monotone variational inequality problem (3) 281-300 Yamamoto, Y., see K. Sekitani (2) 233-249 Yan, T., see S.W. Wallace (1) 111-129 Yuan, Y.-x., see J. Nocedai (1) 19- 37 Zhou, X., F.S. Mokhtarian and S. Zlobec, A simple constraint qualification in convex pro- gramming (3) 385-397 Zlobec, S. see X. Zhou (3) 385-397

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