Stochastic Semidefinite Programming and AC Unit Commitment under uncertainty
T. Wollenberg
This talk will address unit commitment under uncertainty of load in alternating current (AC) power systems. The presence of uncertain data leads us to (risk averse) two-stage stochastic programs. To solve these programs to global optimality a recent semidefinite programming approach to the optimal power flow problem is used. This results in specific mixed-integer semidefinite stochastic programs whose structure is analyzed and for which a decomposition algorithm is presented.
Keywords: Stochastic Programming, Semidefinite Programming, Unit Commitment, Optimal Power Flow
Scheduled
WC1 Stochastic optimization
June 1, 2016 12:00 PM
Salón de actos