We consider a linear dynamic system in the presence of an unknown but bounded
perturbation and study how to control the system in order to get into a prescribed …

We consider a one-parametric finite-dimensional optimization problem P (t) whose
describing functions are three times continuously differentiable and belong to the generic …

This paper deals with Lagrange multiplier methods which are interpreted as pathfollowing
methods. We investigate how successful these methods can be for solving “really …

In this paper we consider three embeddings (one-parametric optimization problems)
motivated by penalty, exact penalty and Lagrange multiplier methods. We give an answer to …

Chapter 4 deals with critical point theory for both the unconstrained and the constrained
case. Here, the local behaviour of the objective function is studied via normal forms (Morse …

The paper deals with a combination of pathfollowing methods (embedding approach) and
feasible descent direction methods (so-called jumps) for solving a nonlinear optimization …

We consider a linear time-optimal problem in which initial state values depend on a
parameter and study the problem of the solution structure identification for small parameter …

In the present paper some barrier and penalty methods (eg logarithmic barriers, SUMT,
exponential penalties), which define a continuously differentiable primal and dual path …

For a class of ill-posed, convex semi-infinite programming problems, a regularized path-
following strategy is developed. This approach consists in a coordinated application of …

The generic character of regularity in the sense of Jongen, Jonker and Twilt is studied for a
particular class of embeddings, which represents a quadratric penalty procedure. In this …