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Group by: No Grouping | Item Type | Date | Language
Number of items: 8.

Martin, A. and Klamroth, K. and Lang, J. and Leugering, G. and Morsi, A. and Oberlack, M. and Ostrowski, M. and Rosen, R. (2012):
Mathematical Optimization of Water Networks.
Birkhäuser, In: International Series of Numerical Mathematics 162, ISBN 978 3 0348 0435 6,
[Online-Edition: DOI: 10.1007/978-3-0348-0436-3.],
[Book]

Heusch, Steffen and Ostrowski, Manfred W.
Martin, A. and Klamroth, K. and Lang, J. and Leugering, G. and Morsi, A. and Oberlack, M. and Ostrowski, M. and Rosen, R. (eds.) (2012):
Optimal Control of Sewer Networks Engineers View.
In: Mathematical Optimization of Water Networks., Birkhäuser, pp. 111-127, [Online-Edition: DOI: 10.1007/978-3-0348-0436-3_7],
[Book Section]

Lorenz, U. and Martin, A. and Wolf, J. (2010):
Polyhedral and Algorithmic Properties of Quantified Linear Programs.
In: Proceeding ESA, Springer, pp. 512-523, [Book Section]

Lorenz, U. and Martin, A. and Wolf, J. (2010):
Polyhedral and algorithmic properties of Quantified Linear Programs.
In: ESA-European Symposia on Algorithms, Liverpool, UK, 06.-08.09.2010, [Conference or Workshop Item]

Groche, P. and Kraft, M. and Schmitt, S. O. and Lorenz, U. and Pokutta, S. and Martin, A. and Ziems, N. (2010):
Rechnet sich Flexibilität in der Umformtechnik?
In: wt-Online, Springer, [Article]

Heinzelmann, Michael and Martin, A. (2002):
The river harbour, navalia and a harbour temple at Ostia : new results of a joint DAI-AAR project.
In: Journal of Roman archaeology, pp. 5-19, 15, [Article]

Koch, T. and Martin, A. and Voß, S. (2001):
An updated library on Steiner tree problems in graphs.
In: Steiner trees in industries. Hrsg.: D.Z. Du, X. Cheng. - Dordrecht: Kluwer, 2001. S. 285-325, Dordrecht, Kluwer, [Book Section]

Bixby, R. E. and Martin, A. (2000):
Parallelizing the dual simplex method.
In: Informs journal on computing, pp. 45-56, 12, [Article]

This list was generated on Tue Oct 15 00:54:35 2019 CEST.