David Lippel

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All published works

Action	Title	Year	Authors
+ PDF Chat	Dp-Minimality: Basic Facts and Examples	2011	Alfred Dolich John Goodrick David Lippel
+	Dp-minimality: basic facts and examples	2009	Alfred Dolich John Goodrick David Lippel
+	Finitely axiomatizable ω-categorical theories and the Mazoyer hypothesis	2005	David Lippel

Common Coauthors

Coauthor	Papers Together
John Goodrick	2
Alfred Dolich	2

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	Analytic $p$-adic cell decomposition and integrals	2003	Raf Cluckers	2
+	A monotonicity theorem for dp-minimal densely ordered groups	2010	John Goodrick	2
+	Generic structures and simple theories	1998	Zoé Chatzidakis Anthony L. Pillay	2
+	p-adic semi-algebraic sets and cell decomposition.	1986	Jan Denef	2
+	Strongly determined types	1999	А. А. Иванов Dugald Macpherson	1
+	Quasi-o-minimal structures	2000	Oleg Belegradek Ya’acov Peterzil Frank Olaf Wagner	1
+	A version of <i>o</i>-minimality for the <i>p</i>-adics	1997	Deirdre Haskell Dugald Macpherson	1
+ PDF Chat	Dependent first order theories, continued	2009	Saharon Shelah	1
+	Finite Structures with Few Types	1993	Ehud Hrushovski	1
+	On dp-minimality, strong dependence and weight	2011	Alf Onshuus Alexander Usvyatsov	1
+	A GEOMETRIC INTRODUCTION TO FORKING AND THORN-FORKING	2009	Hans H. Adler	1
+	Paires de structures O-minimales	1998	Yerzhan Baisalov Bruno Poizat	1
+ PDF Chat	On dp-minimal ordered structures	2011	Pierre Simon	1
+	Vapnik–Chervonenkis Density in Some Theories without the Independence Property, II	2013	Matthias Aschenbrenner Alf Dolich Deirdre Haskell Dugald Macpherson Sergei Starchenko	1
+	Real Closed * Rings	2011	Jose Capco	1
+	On variants of o-minimality	1996	Dugald Macpherson Charles Steinhorn	1
+	Model theory of difference fields	1999	Zoé Chatzidakis Ehud Hrushovski	1
+ PDF Chat	Weakly o-minimal structures and real closed fields	2000	Dugald Macpherson David Marker Charles Steinhorn	1
+	Real closed rings II. model theory	1983	Gregory Cherlin Max Dickmann	1