In this thesis, the problem of determining optimal transformation pathways for a residential building stock is defined together with a MILP model for the described problem. Furthermore, we present the four different Benders decompositions BO, BOEP, BOESP, and BOESEP of the proposed model. For the four decompositions, we develop constraint modifications that aim to reduce the time needed for Benders cut generation and introduce different valid inequalities for Benders RMPs.

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Conclusion

  • Roman Delorme

摘要

In this thesis, the problem of determining optimal transformation pathways for a residential building stock is defined together with a MILP model for the described problem. Furthermore, we present the four different Benders decompositions BO, BOEP, BOESP, and BOESEP of the proposed model. For the four decompositions, we develop constraint modifications that aim to reduce the time needed for Benders cut generation and introduce different valid inequalities for Benders RMPs.