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- Pierre Bonami, Andrea Lodi, Andrea Tramontani, Sven Wiese
- Math. Program.
- 2015

In this paper we review the relevant literature on mathematical optimization with logical implications, i.e., where constraints can be either active or disabled depending on logical conditions to hold. In the case of convex functions, the theory of disjunctive programming allows one to formulate these logical implications as convex nonlinear programming… (More)

- Claudia D'Ambrosio, Andrea Lodi, Sven Wiese, Cristiana Bragalli
- European Journal of Operational Research
- 2015

In this article we survey mathematical programming approaches to problems in the field of water network optimization. Predominant in the literature are two different, but related problem classes. One can be described by the notion of network design, while the other is more aptly termed by network operation. The basic underlying model in both cases is a… (More)

- Claudia D'Ambrosio, Andrea Lodi, Sven Wiese, Cristiana Bragalli
- European Journal of Operational Research
- 2015

- Pierre Bonami, Andrea Lodi, Andrea Tramontani, Sven Wiese
- IPCO
- 2017

- Sven Wiese
- 2016

In this thesis we study selected topics in the field of Mixed Integer Programming (MIP), in particular Mixed Integer Linear and Nonlinear Programming (MI(N)LP). We set a focus on the influences of Constraint Programming (CP). First, we analyze Mathematical Programming approaches to water network optimization, a set of challenging optimization problems… (More)

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