Short-Term Hydrothermal Coordination by Augmented Lagrangean Relaxation: a new Multiplier Updating
Sun, 10/28/2007 - 18:21 — admin
| Publication Type | Conference Paper |
| Year of Publication | 1998 |
| Authors | Beltran, C.; Heredia, F. J. |
| Conference Name | IX Congreso Latino-Iberoamericano de Investigación Operativa |
| Conference Date | 31-4/08/98 |
| Conference Location | Buenos Aires, Argentina |
| Type of Work | Contributed oral presentation |
| Key Words | augmented lagrangian relaxation; radar subgradient method; generalized unit commitment; research |
| Abstract | Augmented Lagrangean Relaxation Method (ALRM) is one of the most powerfull technique to solve the ShortTerm Hydrothermal Coordination Problem (STHC Problem ). A crucial step when using the ALR Method is the multipliers updating. In this paper we present an efficient new multiplier updating procedure: the Gradient Method with Radar Step. The method has been successfully tested solving large scale exemples of the STHC Problem |
| Export | Tagged XML BibTex |
| Attachment | Size |
|---|---|
| BeltranHeredia_IXCLAIO_98.pdf | 111.81 KB |
- Login to post comments
New publications
- Speculation – postponement strategies in supply chain network design problems: a modelling framework for new supply chain strategies through stochastic optimization
- Optimal Participation of Energy Communities in Electricity Markets under Uncertainty. A Multi-Stage Stochastic Programming Approach
- Optimal Participation of Energy Communities in Electricity Markets under Uncertainty. A Multi-Stage Stochastic Programming Approach
- Enhancing Shopping Centre Profitability through Optimized Tenant Mix and Synergistic Placement
- A model to optimize the tenant mix in a shopping centre
