Asymptotically tight conic approximations for chance-constrained AC optimal power flow
Year of publication: |
2023
|
---|---|
Authors: | Fathabad, Abolhassan ; Cheng, Jianqiang ; Pan, Kai ; Yang, Boshi |
Published in: |
European journal of operational research : EJOR. - Amsterdam : Elsevier, ISSN 0377-2217, ZDB-ID 243003-4. - Vol. 305.2023, 2 (1.3.), p. 738-753
|
Subject: | Stochastic programming | Two-sided chance constraint | AC optimal power flow | Second-order cone programming | Piecewise linear approximation | Mathematische Optimierung | Mathematical programming | Theorie | Theory | Stochastischer Prozess | Stochastic process |
-
Second order conic approximation for disassembly line design with joint probabilistic constraints
Bentaha, Mohand Lounes, (2015)
-
A new convergent hybrid learning algorithm for two-stage stochastic programs
Zhou, Shaorui, (2020)
-
Stochastic geometric optimization with joint probabilistic constraints
Liu, Jia, (2016)
- More ...
-
Cheramin, Meysam, (2022)
-
Semidefinite representable reformulations for two variants of the trust-region subproblem
Kelly, Sarah, (2023)
-
A completely positive representation of 0-1 linear programs with joint probabilistic constraints
Cheng, Jianqiang, (2013)
- More ...