Annals of Operations Research
Optimization of Convex Risk Functions
Mathematics of Operations Research
Risk-Averse Two-Stage Stochastic Linear Programming: Modeling and Decomposition
Operations Research
A dynamic programming approach to adjustable robust optimization
Operations Research Letters
On a time consistency concept in risk averse multistage stochastic programming
Operations Research Letters
Entropy Coherent and Entropy Convex Measures of Risk
Mathematics of Operations Research
SDDP for some interstage dependent risk-averse problems and application to hydro-thermal planning
Computational Optimization and Applications
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We introduce an axiomatic definition of a conditional convex risk mapping and we derive its properties. In particular, we prove a representation theorem for conditional risk mappings in terms of conditional expectations. We also develop dynamic programming relations for multistage optimization problems involving conditional risk mappings.