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| Named Person: | Albert W Tucker; Albert William Tucker |
|---|---|
| Document Type: | Book |
| All Authors / Contributors: |
Albert W Tucker; M L Balinski |
| ISBN: | 0444107274 9780444107275 0720483018 9780720483017 |
| OCLC Number: | 1483714 |
| Description: | vii, 205 p. : port. ; 24 cm. |
| Contents: | Adler, I. Lower bounds for maximum diameters of polytopes.--Adler, I. and Dantzig, G. B. Maximum diameter of abstract polytopes.--Adler, I., Dantzig, G. B., and Murty, K. G. Existence of A-avoiding paths in abstract polytopes.--Balinski, M. L. On two special classes of transportation polytopes.--Cottle, R. W. Solution rays for a class of complementarity problems.--Duffin, R. J. Fourier's analysis of linear inequality systems.--Eaves, B. C. Solving piecewise linear convex equations.--Fulkerson, D. R., Hoffman, A. J., and Oppenheim, R. On balanced matrices.--Griesmer, J. H. Derivation of a bound for error-correcting codes using pivoting techniques.--Kuhn, H. W. A new proof of the fundamental theorem of algebra.--Maurer, S. Pivotal theory of determinants.--Shapley, L. S. A note of the Lemke-Howson method.--Wolfe, P. Algorithm for a least-distance programming problem. |
| Series Title: | Mathematical programming study, 1. |
| Responsibility: | ed. by M. L. Balinski. |
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