to Geometrical Methods for the Theory of Linear Systems.- Algebraic and Geometric Aspects of the Analysis of Feedback Systems.- (Fine) Moduli (Spaces) for Linear Systems: What Are They and What Are They Good for?.- Grassmannian Manifolds, Riccati Equations and Feedback Invariants of Linear Systems.- Commutative Algebra in System Theory.- Systems and Polynomial Matrices.- Functional Models, Factorizations and Linear Systems.- Stochastic Systems and the Problem of State Space Realization.