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Mathematische Operationsforschung und Statistik. Series Optimization Volume 15, 1984 - Issue 3
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Original Articles

Ein partitionierungsalgorithmus zur distanzberechnung auf Verkehrsnetzen

K.H. Elster Sektion Mathematik, Technische Hochschule Ilmenau, Ilmenau, DDR-6300
,
J. Harant Sektion Mathematik, Technische Hochschule Ilmenau, Ilmenau, DDR-6300
&
H. Hutschenreuther Sektion Mathematik, Technische Hochschule Ilmenau, Ilmenau, DDR-6300
Pages 429-438 | Received 01 Jan 1983, Published online: 01 Dec 2008

References

  • Busacker , R.G. and Gowen , P.J. 1961 . A Procedure for Determining a Family of Minimal-Cost Network Flow Patterns , Baltimore : John Hopkins Univ . 0R0 Techn. Report 15, Operations Res. Office
  • Forb , L.R. and Fulkerson , D.R. 1962 . Flows in Networks , russ.: Moskau (1966)
  • Klein , M. 1967 . A primal method for minimal cost flows . Management Sci , 14 : 205 – 220 .
  • Hu , T.C. 1961 . Revised matrix algorithms for shortest paths . SIAM J. Appl. Math , 15 : 129 – 132 .
  • Narahari Pandit , N.S. 1961 . The shortest route problem . An addendum, Operations Res , 9 : 207 – 218 .
  • Floyd , R.W. 1962 . Shortest Path. Armour Research Foundation.Chic. `Wabshall, S.`: A theorem on Boolean matrices . J., ACM , 9 : 11 – 12 .
  • Sachs , H. 1972 . Einf. in die Theorie der endlichen Graphen , Tenbner Veriag . Teil I u. II
  • Müller , A. 1983 . Eine Strategic zur Entwicklung effektiver Naherungsalgorithmen zu NP-sehweren Problemen , TH Ilmenau . Dissertation A

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