Stability conditions on continuous dynamic linear programming (Q1087476)

Many on-line processes can be optimized in the sense of continuous dynamic linear programming problems, i.e., \(opt[c(t),x(t)]/A(t)x(t)=b(t)\), \(x\geq 0\) (a CDLP problem). In order to decrease the frequency of use of the corresponding program we have to explore the stability problems associated with the CDLP approach to on- line control.