On control of solvability of convex variational problems
In the given article, the question on the optimal control of solvability of the variational problem \[ I(x)- (u, x)= \min_{x\in Q} \] is considered, where \(I:H\to R^1\) is a convex, not necessarily differentiable functional given on the Hilbert space \(H\) and \(Q\subset H\) is a convex set. The author studies a procedure of solving the formulated control problem under weaker conditions.
scientific article; zbMATH DE number 1122691