Über die verschärfung von schnitteny bei modifizierten gomory-verfahren

References

• Bowman , V.J. and Nemhauser , G.L. 1971 . Deep Cuts in Integer Programming . Oper. Res , 8 ( 2 ) : 89 – 111 .
   Google Scholar
• Glover , F. 1966 . Generalized Cuts in Integer Programming . Manag. Sci , 13 ( 2 ) : 254 – 268 .
   Google Scholar
• Gomory , R.E. 1966 . An Algorithm for Integer Solutions to Linear Programs , 4 ( 2 ) : 269 – 302 .
   Google Scholar
• Graves , R.L. 1963 . Recent Advances in Mathematical Programming , Edited by: Wolfe , P. New York : Mc Graw-Hill .
   Google Scholar
• Martin , G.T. 1963 . An Accelerated Euclidean Algorithm for Integer Linear Programming , 4 : 311 – 317 .
   Google Scholar
• Mitra , Richards and Wolfenden . 1970 . An Improved Algorithm for the Solution of Integer Programs by the Solution of Associated Diophantine Equations . RIRO , 4 ( R-1 ) : 47 – 60 .
   Google Scholar
• Piehler , J. 1970 . Über die Verschärfung von Schnitten in der Methode von Gomory bei der rein-ganzzahligen Optimierung . Math. Operationsforsch. Statist , 1 ( R-1 ) : 207 – 216 .
   Google Scholar
• Pollatschek , M.A. and Avi-Itzhak , B. 1971 . A Class of Deep-Cut Procedures for Integer or Mixed Linear Programs. Rep , Vol. 85 , Israel : Faculty of Industrial and Management Engineering . Technion
   Google Scholar
• Rubin , D.S. Juni 1970 . “ The Neighbouring Vertex Cut and Other Cuts Derived with Gomory's Asymptotic Algorithm ” . In Diss , Juni , Univ. of Chicago .
   Google Scholar
• Salkin , H.M. 1971 . A Note on Gomory Fractional Cuts . Oper. Res , 19 ( 6 ) Juni : 1538 – 1541 .
   Web of Science ®Google Scholar
• Salkin , H.M. and Breining , P. 1971 . Integer Points on the Gomory Fractional Cut (Hyperplane) . Naval Res. Logist. Quart , 18 ( 4 ) Juni : 491 – 496 .
   Google Scholar
• Seeländer , J. 1977 . Über eine Methode zur Kopplung dualer Schnittebenenverfahren in der ganzzahligen linearen Optimierung. Math. Operationsforsch . Statist., Ser. Optimization , 8 ( 3 ) Juni : 307 – 316 .
   Google Scholar