Pivoting and extensions :  in honor of A. W. Tucker / 
Edited by M. L. Balinski 
 - Amsterdam :  North-Holland Publishing Company,  1974 
 - vii, 205 p. :   port. ;   24 cm. 
 - Mathematical programming study  no.1 .
<br/><br/> TRUNCATED 
<br/><br/>'Bibliography of Albert William Tucker to July 1974': p. 4-9. Includes bibliographies. 
<br/><br/>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 
<br/><br/><label>ISBN: </label>0720483018 
<br/><br/><label>LCCN: </label>74-083270 //r89 
<br/><br/><label>Subjects--Personal Names: </label><br/>Tucker, Albert William, 1905--Bibliography
<br/><br/><label>Subjects--Topical Terms: </label><br/>Programming (Mathematics)