Descriptive Topology and Functional Analysis

Chapter 1 Some Aspects in the MathematicalWork of Jerzy K a̧ kol

Chapter 3 On the Topology of the Sets of the Real Projections of the Zeros of Exponential Polynomials

Chapter 4 The Density Character of the Space $$C_p(X)$$ C p ( X )

Chapter 5 Compactness and Distances to Spaces of Continuous Functions and Fréchet Spaces

Chapter 6 Two Classes of Metrizable Spaces $$\ell _{c}$$ ℓ c -Invariant

Chapter 7 Characteristics of the Mackey Topology for Abelian Topological Groups

Chapter 8 Bowen’s Entropy for Endomorphisms of Totally Bounded Abelian Groups

Chapter 9 On Preserved and Unpreserved Extreme Points

Chapter 10 Cantor Sets, Bernoulli Shifts and Linear Dynamics

Chapter 11 Some Non-linear Geometrical Properties of Banach Spaces