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Descriptive Topology and Functional Analysis II

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Cover of 'Descriptive Topology and Functional Analysis II'

Table of Contents

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    Book Overview
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    Chapter 1 On the Mathematical Work of Professor Manuel López-Pellicer
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    Chapter 2 A Note on Nonautonomous Discrete Dynamical Systems
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    Chapter 3 Linear Operators on the (LB)-Sequence Spaces $$\mathbf{ces(p-), 1< p \le \infty } $$
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    Chapter 4 Equicontinuity of Arcs in the Pointwise Dual of a Topological Abelian Group
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    Chapter 5 On Ultrabarrelled Spaces, their Group Analogs and Baire Spaces
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    Chapter 6 Subdirect Products of Finite Abelian Groups
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    Chapter 7 Maximally Almost Periodic Groups and Respecting Properties
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    Chapter 8 Forty Years of Fuzzy Metrics
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    Chapter 9 Differentiability and Norming Subspaces
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    Chapter 10 Separable (and Metrizable) Infinite Dimensional Quotients of $$C_p(X)$$ and $$C_c(X)$$ Spaces
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    Chapter 11 Multiple Tensor Norms of Michor’s Type and Associated Operator Ideals
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    Chapter 12 On Compacta K for Which C(K) Has Some Good Renorming Properties
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    Chapter 13 A Fixed Point Theory Linked to the Zeros of the Partial Sums of the Riemann Zeta Function
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    Chapter 14 On Lindelöf $$\varSigma $$ -Spaces
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    Chapter 15 Some Extensions of the Class of $$\mathscr {L}^p$$ -Spaces
Attention for Chapter 14: On Lindelöf $$\varSigma $$ -Spaces
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