From the reviews: "It is addressed to researcher and graduate students ... . All contributions to the book have been rigorously refereed, and the standards with respect to layout, references ... are high. ... This is a piece of excellent pedagogical work. The paper is hereby recommended. ... I personally find very readable and informative. ... I enjoyed reading these papers, and I assume they are all right when we take them for what they are ... ."--- (Lars Kristiansen, Studia Logica, Vol. 97, 2011)

• The Turing Model of Computation and its Applications to Logic, Mathematics, Philosophy, and Computer Science.- Alan Turing, Logical and Physical.- Computability and Numberings.- Computation as Conversation.- Computation Paradigms in Light of Hilbert's Tenth Problem.- Elementary Algorithms and Their Implementations.- Applications of the Kleene–Kreisel Density Theorem to Theoretical Computer Science.- Church Without Dogma: Axioms for Computability.- Computability on Topological Spaces via Domain Representations.- On the Power of Broadcasting in Mobile Computing.- Logic, Algorithms and Complexity.- The Computational Power of Bounded Arithmetic from the Predicative Viewpoint.- Effective Uniform Bounds from Proofs in Abstract Functional Analysis.- Effective Fractal Dimension in Algorithmic Information Theory.- Metamathematical Properties of Intuitionistic Set Theories with Choice Principles.- New Developments in Proofs and Computations.- Models of Computation from Nature.- From Cells to (Silicon) Computers, and Back.- Computer Science, Informatics, and Natural Computing—Personal Reflections.- Computable Analysis and Real Computation.- A Survey on Continuous Time Computations.- A Tutorial on Computable Analysis.- A Continuous Derivative for Real-Valued Functions.- Infinite Time Computable Model Theory.

From the reviews: "It is addressed to researcher and graduate students ... . All contributions to the book have been rigorously refereed, and the standards with respect to layout, references ... are high. ... This is a piece of excellent pedagogical work. The paper is hereby recommended. ... I personally find very readable and informative. ... I enjoyed reading these papers, and I assume they are all right when we take them for what they are ... ."--- (Lars Kristiansen, Studia Logica, Vol. 97, 2011)

• The Turing Model of Computation and its Applications to Logic, Mathematics, Philosophy, and Computer Science.- Alan Turing, Logical and Physical.- Computability and Numberings.- Computation as Conversation.- Computation Paradigms in Light of Hilbert's Tenth Problem.- Elementary Algorithms and Their Implementations.- Applications of the Kleene–Kreisel Density Theorem to Theoretical Computer Science.- Church Without Dogma: Axioms for Computability.- Computability on Topological Spaces via Domain Representations.- On the Power of Broadcasting in Mobile Computing.- Logic, Algorithms and Complexity.- The Computational Power of Bounded Arithmetic from the Predicative Viewpoint.- Effective Uniform Bounds from Proofs in Abstract Functional Analysis.- Effective Fractal Dimension in Algorithmic Information Theory.- Metamathematical Properties of Intuitionistic Set Theories with Choice Principles.- New Developments in Proofs and Computations.- Models of Computation from Nature.- From Cells to (Silicon) Computers, and Back.- Computer Science, Informatics, and Natural Computing—Personal Reflections.- Computable Analysis and Real Computation.- A Survey on Continuous Time Computations.- A Tutorial on Computable Analysis.- A Continuous Derivative for Real-Valued Functions.- Infinite Time Computable Model Theory.

From the reviews: "It is addressed to researcher and graduate students ... . All contributions to the book have been rigorously refereed, and the standards with respect to layout, references ... are high. ... This is a piece of excellent pedagogical work. The paper is hereby recommended. ... I personally find very readable and informative. ... I enjoyed reading these papers, and I assume they are all right when we take them for what they are ... ."--- (Lars Kristiansen, Studia Logica, Vol. 97, 2011)

• The Turing Model of Computation and its Applications to Logic, Mathematics, Philosophy, and Computer Science.- Alan Turing, Logical and Physical.- Computability and Numberings.- Computation as Conversation.- Computation Paradigms in Light of Hilbert's Tenth Problem.- Elementary Algorithms and Their Implementations.- Applications of the Kleene–Kreisel Density Theorem to Theoretical Computer Science.- Church Without Dogma: Axioms for Computability.- Computability on Topological Spaces via Domain Representations.- On the Power of Broadcasting in Mobile Computing.- Logic, Algorithms and Complexity.- The Computational Power of Bounded Arithmetic from the Predicative Viewpoint.- Effective Uniform Bounds from Proofs in Abstract Functional Analysis.- Effective Fractal Dimension in Algorithmic Information Theory.- Metamathematical Properties of Intuitionistic Set Theories with Choice Principles.- New Developments in Proofs and Computations.- Models of Computation from Nature.- From Cells to (Silicon) Computers, and Back.- Computer Science, Informatics, and Natural Computing—Personal Reflections.- Computable Analysis and Real Computation.- A Survey on Continuous Time Computations.- A Tutorial on Computable Analysis.- A Continuous Derivative for Real-Valued Functions.- Infinite Time Computable Model Theory.