Finite Versus Infinite

Table of Contents

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   Book Overview
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   Chapter 1 Smoothing Data: When Finite and Infinite Dimensional Help Each Other
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   Chapter 2 Rearrangements of Real Functions Derived from the Combinatorics of Young Tableaux
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   Chapter 3 A Possibilistic Distance for Sequences of Equal and Unequal Length
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   Chapter 4 Solving Problems with Finite Test Sets
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   Chapter 5 State Complexity of Regular Languages: Finite versus Infinite
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   Chapter 6 A Century of Controversy over the Foundations of Mathematics
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   Chapter 7 Finite Versus Infinite in Singularity Dynamics
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   Chapter 8 An Interesting Serendipitous Real Number
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    Chapter 9 Algebraic Representations of Regular Array Languages
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    Chapter 10 Rough Set Processing of Vague Information Using Fuzzy Similarity Relations
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    Chapter 11 Relativized Code Concepts and Multi-Tube DNA Dictionaries
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    Chapter 12 Uniformly Scattered Factors
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    Chapter 13 Splicing Normalization and Regularity
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    Chapter 14 Infinitely Many Infinities
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    Chapter 15 Finite and Infinite in Geography
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    Chapter 16 Ultrafilters, Dictators, and Gods
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    Chapter 17 On the Behaviour of Semiautomata
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    Chapter 18 Infinity — An Outline of Conceptions in Mythology, Cosmology and Natural Philosophy
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    Chapter 19 Finite Versus Infinite Neural Computation
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    Chapter 20 On Information-Theoretical Aspects of Relational Databases
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    Chapter 21 A Version of Ω for which ZFC Cannot Predict a Single Bit
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    Chapter 22 On the Power of Reading the Whole Infinite Input Tape
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    Chapter 23 Finite and Infinite in Logic