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Mathematical programming : essays in honor of George B. Dantzig Pt. 2

Author: Y P Aneja; Evelyn M Beale; Richard W Cottle; George B Dantzig
Publisher: Amsterdam [u.a.] North-Holland 1985
Series: Mathematical programming study, 25
Edition/Format:   Book : EnglishView all editions and formats
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Document Type: Book
All Authors / Contributors: Y P Aneja; Evelyn M Beale; Richard W Cottle; George B Dantzig
ISBN: 0444878548 9780444878540
OCLC Number: 830891185
Description: XIII, 171 S
Contents: Part I (MPS 24): Selected Publications of George B. Dantzig. R.M. Freund: Postoptimal analysis of a linear program under simultaneous changes in matrix coefficients. R.J.-B. Wets: On the continuity of the value of a linear program and of related polyhedral-valued multifunctions. K.G. Murty: Faces of a polyhedron. J.R. Birge: A Dantzig-Wolfe decomposition variant equivalent to basis factorization. R.J. Wittrock: Dual nested decomposition of staircase linear programs. T.C. Hu and M.T. Shing: A decomposition algorithm for circuit routing. S.I. Gass and S.P. Shao: On the solution of special generalized upper bounded problems: The LP/GUB knapsack problem and the l-form separable convex objective function problem. J.L. Nazareth: An efficient algorithm for minimizing a multivariate polyhedral function along a line. J.K. Ho: Relationships among linear formulations of separable convex piecewise linear programs. F. Glover and D. Klingman: Basis exchange characterization for the simplex SON algorithm for LP/embedded networks. B. Korte and L. Lovasz: Basis graphs of greedoids and two-connectivity. J.B. Orlin: On the simplex algorithm for networks and generalized networks. E. Balas: On the facial structure of scheduling polyhedra. P.J. Carstensen, K.G. Murty and C. Perin: Intermediate feasibility in 0-1 integer linear system. Y.P. Aneja, R. Chandrasekaran and K.P. Nair: Classes of linear programs with integral optimal solutions. R.E. Burkard, H.W. Hamacher and J. Tind: On general decomposition schemes in mathematical programming. Part II (MPS 25): O.L. Mangasarian: Simple computable bounds for solutions of linear complementarity problems and linear programs. J.-S. Pang and R. Chandrasekaran: Linear complementarity problems solvable by a polynomially bounded pivoting algorithm. E.M.L. Beale and O.S. Brooker: The use of hypothetical points in numerical optimization. M.J.D. Powell: On the quadratic programming algorithm of Goldfarb and Idnani. R. Rouhani, L. Lasdon, W. Lebow and A.D. Waren: A generalized Benders decomposition approach to reactive source planning in power systems. A.J. Hoffman and P. Wolfe: Minimizing a unimodal function of two integer variables. A.F. Veinott, Jr.: Existence and characterization of minima of concave functions on unbounded convex sets. S.T. Dzuibanm, J.G. Ecker and M. Kupferschmid: Using deep cuts in an ellipsoid algorithm for nonlinear programming. S. Erlander: On the principle of monotone likelihood and log-linear models. B.C. Eaves, A.J. Hoffman, U.G. Rothblum and H. Schneider: Line-sum-symmetric scalings of square nonnegative matrices. L. Qi: Forest iteration method for stochastic transportation problem. R.D. Wollmer: Critical path planning under uncertainty.
Series Title: Mathematical programming study, 25
Responsibility: ed. by R. W. Cottle ...

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