Crossref
book-chapter
Springer Berlin Heidelberg
Mathematical Programming Studies (297)
References
49
Referenced
62
- H.A. Aashtiani and T.L. Magnanti, “Implementing primal-dual network flow algorithms”, ORC Report 055-76, M.I.T. (Cambridge, MA, 1976). / Implementing primal-dual network flow algorithms / ORC Report 055-76 by H.A. Aashtiani (1976)
-
R. Barr, F. Glover and D. Klingman, “An improved version of the out-of-kilter method and a comparative study of computer codes”, Mathematical Programming 7 (1974) 60–86.
(
10.1007/BF01585504
) / Mathematical Programming by R. Barr (1974) - D.P. Bertsekas, “A unified framework for minimum cost network flow problems”, Technical Report LIDS-P-1245-A, M.I.T. (Cambridge, MA, 1982). / A unified framework for minimum cost network flow problems / Technical Report LIDS-P-1245-A by D.P. Bertsekas (1982)
- D.P. Bertsekas and P. Tseng, “Relaxation methods for minimum cost network flow problems”, Technical Report LIDS-P-1339, M.I.T. (Cambridge, MA, 1983). / Relaxation methods for minimum cost network flow problems / Technical Report LIDS-P-1339 by D.P. Bertsekas (1983)
-
R.G. Bland, “New finite pivoting rules for the simplex method”, Mathematics of Operations Research 2 (1977) 103–107.
(
10.1287/moor.2.2.103
) / Mathematics of Operations Research by R.G. Bland (1977) - R.G. Bland and D.L. Jensen, private communication (1982). Also see D.L. Jensen, “Combinatorial augmentation methods: coloring and duality”, Ph.D. Thesis, School of OR and IE, Cornell University (Ithaca, NY, 1985).
-
G.H. Bradley, G.G. Brown and G.W. Graves, “Design and implementation of large scale primal transshipment algorithms”, Management Science 24 (1977) 1–34.
(
10.1287/mnsc.24.1.1
) / Management Science by G.H. Bradley (1977) - R.G. Busacker and P.J. Gowen, “A procedure for determining a family of minimal cost network flow patterns”, ORO Technical Report 15, Operations Research Office, Johns Hopkins University (Baltimore, MD, 1961). / A procedure for determining a family of minimal cost network flow patterns / ORO Technical Report by R.G. Busacker (1961)
-
A. Charnes, D. Karney, D. Klingman and J. Stutz, “Past, present and future of large scale transshipment computer codes and applications”, Computers and Operations Research 2 (1975) 71–81.
(
10.1016/0305-0548(75)90010-6
) / Computers and Operations Research by A. Charnes (1975) -
W.H. Cunningham, “A network simplex method”, Mathematical Programming 1 (1976) 105–116.
(
10.1007/BF01580379
) / Mathematical Programming by W.H. Cunningham (1976) -
W.H. Cunningham, “Theoretical properties of the network simplex methods”, Mathematics of Operations Research 4 (1979) 196–208.
(
10.1287/moor.4.2.196
) / Mathematics of Operations Research by W.H. Cunningham (1979) - G.B. Dantzig, “Application of the simplex method to a transportation problem”, in: T.C. Koopmans, ed., Activity analysis of production and allocation (Wiley, New York, 1951) pp. 359–373. / Activity analysis of production and allocation by G.B. Dantzig (1951)
-
G.B. Dantzig, “Upper bounds, secondary constraints and block triangularity in linear programming”, Econometrica 23 (1955) 174–183.
(
10.2307/1907876
) / Econometrica by G.B. Dantzig (1955) - V. Malhotra, M. Kumar and S. Maheshwari, “An O(|V|3) algorithm for finding maximum flows in
- DECSYSTEM-10/DECSYSTEM-20 processor reference manual, Publication AD-H391A-T1 (Digital Equipment Corporation, Marlboro, MA, June 1982) pp. 3.56–58. Also see “METER%” in TOPS-20 monitor calls reference manual, Publication AA-4166E-T1 (Digital Equipment corporation, Marlboro, MA, December 1982) pp. 3.20.
- E.A. Dinic, “Algorithm for solution of a problem of maximum flow in network with power estimation”, Soviet Mathematics Doklady 11 (1970) 1277–1280. / Soviet Mathematics Doklady by E.A. Dinic (1970)
-
J. Edmonds and R.M. Karp, “Theoretical improvements in algorithmic efficiency for network flow problems”, Journal of the ACM 19 (1972) 248–264.
(
10.1145/321694.321699
) / Journal of the ACM by J. Edmonds (1972) - J. Edmonds and D.L. Jensen, private communication (1982).
-
D.R. Fulkerson and G.B. Dantzig, “Computations of maximal flows in networks”, Naval Research Logistics Quarterly 2 (1955) 277–283.
(
10.1002/nav.3800020407
) / Naval Research Logistics Quarterly by D.R. Fulkerson (1955) -
D.R. Fulkerson, “An out-of-kilter method for minimal-cost flow problems”, SIAM Journal on Applied Mathematics 9 (1961) 18–27.
(
10.1137/0109002
) / SIAM Journal on Applied Mathematics by D.R. Fulkerson (1961) -
B.J. Gassner, “Cycling in the transportation problem”, Naval Research Logisics Quarterly 11 (1964) 43–58.
(
10.1002/nav.3800110104
) / Naval Research Logisics Quarterly by B.J. Gassner (1964) - S.I. Gass, Linear programming—Methods and applications (McGraw-Hill, New York, 1975). / Linear programming—Methods and applications by S.I. Gass (1975)
-
F. Glover, D. Karney and D. Klingman, “Implementation and computational comparisons of primal, dual, and primal-dual computer codes for minimum cost network flow problems”, Networks 4 (1974) 191–212.
(
10.1002/net.3230040302
) / Networks by F. Glover (1974) -
F. Glover, D. Karney, D. Klingman and A. Napier, “A comparison of computational times for various starting procedures, basis change criteria and solution algorithms for transportation problems”, Management Science 20 (1974) 793–819.
(
10.1287/mnsc.20.5.783
) / Management Science by F. Glover (1974) -
D. Goldfarb and J.K. Reid, “A practicable steepest edge simplex algorithm”, Mathematical Programming 12 (1977) 361–371.
(
10.1007/BF01593804
) / Mathematical Programming by D. Goldfarb (1977) - D. Goldfarb, “Steepest edge simplex algorithms for network flow problems”, Technical Report RC 6649, IBM T.J. Watson Research Center (Yorktown Heights, NY, 1977). / Steepest edge simplex algorithms for network flow problems / Technical Report RC by D. Goldfarb (1977)
- D. Goldfarb and M.D. Grigoriadis, “An efficient steepest-edge algorithm for maximum flow problems”, Tenth International Symposium on Mathematical Programming, Montreal, Canada (1979).
- M.D. Grigoriadis, “Minimum cost multistage multicommodity network flows”, NATO Conference on Applications of Optimization Methods for Large-scale Resource Allocation Problems, Elsinore, Denmark (July 1971).
- M.D. Grigoriadis, “Algorithms for the minimum cost single and multicommodity network flow problems”, Lecture notes, Summer course in Combinatorial Optimization, SOGESTA, Urbino, Italy (1978). / Algorithms for the minimum cost single and multicommodity network flow problems / Lecture notes, Summer course in Combinatorial Optimization by M.D. Grigoriadis (1978)
- M.D. Grigoriadis and T. Hsu, “The Rutgers minimum cost network flow subroutines”, SIGMAP Bulletin of the ACM 26 (1979) 17–18. / SIGMAP Bulletin of the ACM by M.D. Grigoriadis (1979)
- E. Horowitz and S.J. Sahni, Fundamentals of computer algorithms (Computer Science Press, Rockville, MD, 1978). / Fundamentals of computer algorithms by E. Horowitz (1978)
- P.A. Jensen and J.W. Barnes, Network flow programming (Wiley, New York, 1980). / Network flow programming by P.A. Jensen (1980)
-
E.L. Johnson, “Networks and basic solutions”, Operations Research 14 (1966) 619–623.
(
10.1287/opre.14.4.619
) / Operations Research by E.L. Johnson (1966) - C.L. Hedrick, “Fortran-X: An extended memory version of the DECSYSTEM-20 Fortran Version 7”, unpublished LCSR Report, Rutgers University (New Brunswick, NJ, November 1983). / Fortran-X: An extended memory version of the DECSYSTEM-20 Fortran Version 7 by C.L. Hedrick (1983)
-
D. Karney and D. Klingman, “Implementation and computational study on an in-core out-of-core primal network code”, Operations Research 24 (1976) 1056–1077.
(
10.1287/opre.24.6.1056
) / Operations Research by D. Karney (1976) - J.L. Kennington and R.V. Helgason, Algorithms for network programming (Wiley, New York, 1980). / Algorithms for network programming by J.L. Kennington (1980)
-
M. Klein, “A primal method for minimal cost flows”, Management Science 14 (1967) 205–220.
(
10.1287/mnsc.14.3.205
) / Management Science by M. Klein (1967) -
D. Klingman, A. Napier and J. Stutz, “NETGEN—A program for generating large-scale (un)capacitated assignment, transportation and minimum cost flow network problems”, Management Science 20 (1974) 814–821.
(
10.1287/mnsc.20.5.814
) / Management Science by D. Klingman (1974) - D.E. Knuth, The art of computer programming—Volume 1 (Addison-Wesley, Reading, MA, 1973). / The art of computer programming by D.E. Knuth (1973)
- E.L. Lawler, Combinatorial optimization: Networks and matroids (Holt, Rinehart and Winston, New York, 1976). / Combinatorial optimization: Networks and matroids by E.L. Lawler (1976)
-
V. Malhotra, M. Kumar and S. Maheshwari, “An O(|V|3) algorithm for finding maximum flows in networks”, Information Processing Letters 7 (1978) 277–278.
(
10.1016/0020-0190(78)90016-9
) / Information Processing Letters by V. Malhotra (1978) -
J. Mulvey, “Testing a large-scale network optimization program”, Mathematical Programming 15 (1978) 291–314.
(
10.1007/BF01609034
) / Mathematical Programming by J. Mulvey (1978) -
J. Mulvey, “Pivot strategies for primal-simplex network codes”, Journal of the ACM 25 (1978) 266–270.
(
10.1145/322063.322070
) / Journal of the ACM by J. Mulvey (1978) -
A. Orden, “The transshipment problem”, Management Science 2 (1956) 276–285.
(
10.1287/mnsc.2.3.276
) / Management Science by A. Orden (1956) - J.B. Orlin, “Polynomial time pivoting procedures for minimum cost network flow problems”, TIMS/ORSA National Meeting, San Francisco, CA, 17 May 1984. Also see “On the simplex algorithm for networks”, Sloan W.P. 1467–1483 (rev. May 1984), M.I.T., Cambridge, MA.
- H. Rock, “Scaling techniques for minimal cost network flows”, in: U. Page, ed., Discrete structures and algorithms (Carl Hanser, Munchen, 1980) pp. 181–191. / Discrete structures and algorithms by H. Rock (1980)
-
V. Srinivasan and G.L. Thompson, “Accelerated algorithms for labeling and relabeling trees, with applications to distribution problems”, Journal of the ACM 19 (1972) 712–726.
(
10.1145/321724.321734
) / Journal of the ACM by V. Srinivasan (1972) -
E. Tardos, “A strongly polynomial minimum cost circulation algorithm”, Combinatorica (to appear May 1985).
(
10.1007/BF02579369
) -
N. Zadeh, “A bad network problem for the simplex method and other minimum cost flow algorithms”, Mathematical Programming 5 (1973) 255–266.
(
10.1007/BF01580132
) / Mathematical Programming by N. Zadeh (1973)
Dates
Type | When |
---|---|
Created | 13 years, 6 months ago (Feb. 14, 2012, 6:04 p.m.) |
Deposited | 4 years, 8 months ago (Dec. 9, 2020, 5:01 p.m.) |
Indexed | 3 months, 1 week ago (May 18, 2025, 2:06 a.m.) |
Issued | 39 years, 7 months ago (Jan. 1, 1986) |
Published | 39 years, 7 months ago (Jan. 1, 1986) |
Published Online | 16 years, 5 months ago (Feb. 26, 2009) |
Published Print | 39 years, 7 months ago (Jan. 1, 1986) |
@inbook{Grigoriadis_1986, title={An efficient implementation of the network simplex method}, ISBN={9783642009235}, ISSN={0303-3929}, url={http://dx.doi.org/10.1007/bfb0121089}, DOI={10.1007/bfb0121089}, booktitle={Netflow at Pisa}, publisher={Springer Berlin Heidelberg}, author={Grigoriadis, M. D.}, year={1986}, pages={83–111} }