Chapter: Existence of A-avoiding paths in abstract polytopes

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Home > Pivoting and Extensions > Existence of A-avoiding paths in abstract polytopes

Pivoting and Extensions |

Michel L. Balinski

Springer Berlin Heidelberg

Existence of A-avoiding paths in abstract polytopes

Chapter Info

Authors

Ilan Adler; George Dantzig; Katta Murty

ARI Id

1664933080769_4126606

Access

Not Available Free

Pages

41-42

DOI

10.1007/BFb0121239

Chapter URL

https://rd.springer.com/chapter/10.1007/BFb0121239

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Chapters/Headings	Author(s)	Pages	Info
Front Matter
Albert William Tucker	M. L. Balinski	1-3
Bibliography of Albert William Tucker to July 1974		4-9
In honor of A. W. Tucker’s contributions to mathematical programming	George B. Dantzig	10-10
Lower bounds for maximum diameters of polytopes	Ilan Adler	11-19
Maximum diameter of abstract polytopes	Ilan Adler; George B. Dantzig	20-40
Existence of A-avoiding paths in abstract polytopes	Ilan Adler; George Dantzig; Katta Murty	41-42
On two special classes of transportation polytopes	M. L. Balinski	43-58
Solution rays for a class of complementarity problems	Richard W. Cottle	59-70
On fourier’s analysis of linear inequality systems	R. J. Duffin	71-95
Solving piecewise linear convex equations	B. Curtis Eaves	96-119
On balanced matrices	D. R. Fulkerson; A. J. Hoffman; Rosa Oppenheim	120-132
Derivation of a bound for error-correcting codes using pivoting techniques	James H. Griesmer	133-147
A new proof of the fundamental theorem of algebra	H. W. Kuhn	148-158
Pivotal theory of determinants	Stephen B. Maurer	159-174
A note on the Lemke-Howson algorithm	Lloyd S. Shapley	175-189
Algorithm for a least-distance programming problem	Philip Wolfe	190-205
Chapters/Headings	Author(s)	Pages	Info

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