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Towards a General Theory of Classifications

✍ Scribed by Daniel Parrochia, Pierre Neuville (auth.)


Publisher
BirkhΓ€user Basel
Year
2013
Tongue
English
Leaves
322
Series
Studies in Universal Logic
Edition
1
Category
Library

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✦ Synopsis


This book is an essay on the epistemology of classifications. Its main purpose is not to provide an exposition of an actual mathematical theory of classifications, that is, a general theory which would be available to any kind of them: hierarchical or non-hierarchical, ordinary or fuzzy, overlapping or non-overlapping, finite or infinite, and so on, establishing a basis for all possible divisions of the real world. For the moment, such a theory remains nothing but a dream. Instead, the authors essentially put forward a number of key questions. Their aim is rather to reveal the β€œstate of art” of this dynamic field and the philosophy one may eventually adopt to go further. To this end they present some advances made in the course of the last century, discuss a few tricky problems that remain to be solved, and show the avenues open to those who no longer wish to stay on the wrong track. Researchers and professionals interested in the epistemology and philosophy of science, library science, logic and set theory, order theory or cluster analysis will find this book a comprehensive, original and progressive introduction to the main questions in this field.

✦ Table of Contents


Front Matter....Pages I-XXIII
Philosophical Problems....Pages 1-22
Information Data Structures....Pages 23-56
Empirical Clustering and Classic Hierarchies....Pages 57-91
Algebra of Trees....Pages 93-124
Generalized Classifications....Pages 125-145
Topology of Generalized Classifications....Pages 147-172
Metaclassification....Pages 173-208
For an Axiomatic Theory of Classifications....Pages 209-228
Alternative Theories and Higher Infinite....Pages 229-260
Postscript....Pages 261-263
Back Matter....Pages 265-304

✦ Subjects


Mathematical Logic and Foundations; Order, Lattices, Ordered Algebraic Structures; Logic; Game Theory, Economics, Social and Behav. Sciences; Information Storage and Retrieval


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