Uncountably Categorical Theories (Translations of Mathematical Monographs) by Boris Zilber (PDF)

Description

The 1970s saw the appearance and development in categoricity theory of a tendency to focus on the study and description of uncountably categorical theories in various special classes defined by natural algebraic or syntactic conditions. There have thus been studies of uncountably categorical theories of groups and rings, theories of a one-place function, universal theories of semigroups, quasivarieties categorical in infinite powers, and Horn theories. In Uncountably Categorical Theories , this research area is referred to as the special classification theory of categoricity. Zilber’s goal is to develop a structural theory of categoricity, using methods and results of the special classification theory, and to construct on this basis a foundation for a general classification theory of categoricity, that is, a theory aimed at describing large classes of uncountably categorical structures not restricted by any syntactic or algebraic conditions.

User’s Reviews

Keywords

Free Download Uncountably Categorical Theories (Translations of Mathematical Monographs) in PDF format
Uncountably Categorical Theories (Translations of Mathematical Monographs) PDF Free Download
Download Uncountably Categorical Theories (Translations of Mathematical Monographs) 1997 PDF Free
Uncountably Categorical Theories (Translations of Mathematical Monographs) 1997 PDF Free Download
Download Uncountably Categorical Theories (Translations of Mathematical Monographs) PDF
Free Download Ebook Uncountably Categorical Theories (Translations of Mathematical Monographs)