This work is concerned with stochastic programming, which is one way
to incorporate uncertainty in mathematical programming. The focus has
been set primarily on recourse formulations, and both two-stage and
multistage programs are covered. In the first part we present the
properties of such problems, and introduce chance-constraints programming.
In the second part we review methods and algorithms that have been
proposed to solve nonlinear stochastic problems with recourse.
The last part of this document is devoted to applications, covering
several fields including scheduling, financial and optimal power
dispatch problems.
- stochastic programming
- nonlinear programming
- optimization under uncertainty
- recourse formulations
Nonlinear stochastic programming
Bastin, F. (Author). 2001
Student thesis: DEA types › DEA in Mathematics