Lectures in Applied Mathematics 1968; 429 pp; hardcover Volume: 11 Reprint/Revision History: reprinted with corrections 1970 ISBN-10: 0-8218-1111-8 ISBN-13: 978-0-8218-1111-5 List Price: US$69 Member Price: US$55.20 Order Code: LAM/11
![[Add Item]](/images/addtocart.gif) |  Table of Contents
Part I: I. Linear Programming - R. M. Thrall -- Introduction to Linear Programming
- M. L. Balinski -- Notes on a constructive approach to linear programming
- V. Klee -- A class of linear programming problems requiring a large number of iterations
- G. B. Dantzig -- Large-scale linear programming
II. Pivot Theory and Quadratic Programs - C. E. Lemke -- On complementary pivot theory
- R. W. Cottle and G. B. Dantzig -- Complementary pivot theory
- A. W. Tucker -- Complementary slackness in dual linear subspaces
- R. W. Cottle -- The principal pivoting method of quadratic programming
- A. W. Tucker -- A least-distance approach to quadratic programming
III. Convex Polyhedra and Integer Programs - M. L. Balinski -- Integer programming: methods, uses, computation
- V. Klee and C. Witzgall -- Facets and vertices of transportation polytopes
- R. E. Gomory -- Faces of an integer polyhedron
- R. E. Gomory -- On the relation between integer and noninteger solutions to linear programs
- A. J. Hoffman -- Estimation of eigenvalues of a matrix and the theory of linear inequalities
IV. Combinatorics - D. R. Fulkerson -- Networks, frames, blocking systems
- J. Edmonds -- Matroid partition
- J. Edmonds -- Optimum branchings
V. Nonlinear Programming - P. Wolfe -- An outline of nonlinear programming
- R. T. Rockafellar -- Duality in nonlinear programming
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