Synopsis
Preface. An Introduction to Independence and Local Modularity; E. Bouscaren. Groups Definable in ACFA; Z. Chatzidakis. Large Finite Structures with Few Types; G. Cherlin. A Survey of the Uncountable Spectra of Countable Theories; B. Hart, M.C. Laskowski. An Introduction to Tame Congruence Theory; E.W. Kiss. Stable Finitely Homogeneous Structures: A Survey; A.H. Lachlan. Homogeneous and Smoothly Approximated Structures; D. Macpherson. Khovanskii's Theorem; D. Marker. ACFA and the Manin-Mumford Conjecture; A. Pillay. Decidable Equational Classes; M.A. Valeriote. Schanuel's Conjecture and the Decidability of the Real Exponential Field; A.J. Wilkie. Three Lectures on the RS Problem; R. Willard. Decidable Modules; M. Ziegler. Index.
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