The Mordell conjecture revisited

Enrico Bombieri

Type: Article

Publication Date: 1990-01-01

Citations: 77

Similar Works

Action	Title	Year	Authors
+	The proof of the mordell conjecture	1984	Spencer Bloch
+	The Proof of the Mordell Conjecture	2001	Spencer Bloch
+	The Mordell conjecture: origins, approaches, generalizations	2021	Antoine Chambert-Loir
+ PDF Chat	Mordell’s conjecture	1993	V. Kumar Murty
+ PDF Chat	An afterthought on the generalized Mordell-Lang conjecture	2008	Damian Rössler
+	Denis-Mordell-Lang conjecture	2016	Jason P. Bell Dragos Ghioca Thomas J. Tucker
+	A Note on a Conjecture of L. J. Mordell	1970	Michael A. Malcolm
+	The Loehr-Warrington conjecture	2007	James Haglund
+	A variant of the Lang–Trotter conjecture	2011	M. Ram Murty V. Kumar Murty
+	A Higher Dimensional Mordell Conjecture	1986	Paul Vojta
+	Melvin-Morton conjecture: A survey	2001	Lo Yang Shing‐Tung Yau
+ PDF Chat	Mollin's conjecture	2007	Dongho Byeon Myoungil Kim Jungyun Lee
+	A remark on the Lang-Trotter conjecture	2009	Stephan Baier
+ PDF Chat	A Combination of the Conjectures of Mordell-Lang and André-Oort	2006	Richard Pink
+	Mertens Conjecture	2007
+	The Blumenthal Conjecture	2013	W. Hayman T. Tyler D. White
+	The Kneser-Poulsen Conjecture Revisited	2019	Károly Bezdek Zsolt Lángi
+	Morley's theorem revisited	2011	IdaTetsuo KasemAsem GhourabiFadoua TakahashiHidekazu
+	The ABC conjecture implies Roth’s theorem and Mordell’s conjecture	1999	Machiel van Frankenhuysen
+	Mertens Conjecture (is not true)	2012	Riley Klingler

Action	Title	Year	Authors
+	Recent developments of the Uniform Mordell-Lang Conjecture	2021	Ziyang Gao
+ PDF Chat	Power-free values, large deviations, and integer points on irrational curves	2007	H. A. Helfgott
+ PDF Chat	A Generalization of Theorems of Faltings and Thue-Siegel-Roth-Wirsing	1992	Paul Vojta
+	Algebraic surfaces and their moduli spaces: real, differentiable ans symplectic structures	2009	Fabrizio Catanese
+	Arithmetic and Hyperbolic Geometry	1990	Paul Vojta
+ PDF Chat	On the Rational Points of the Curve <i>f</i> (<i>X</i>,<i>Y</i>)<i><sup>q</sup></i> = <i>h</i>(<i>X</i>)<i>g</i>(<i>X</i>,<i>Y</i>)	2009	Dimitrios Poulakis
+	Points rationnels sur les familles de courbes de genre au moins 2	1997	Teresa De Diego
+	An application of Mumford's gap principle	2004	Jung-Jo Lee M. Ram Murty
+ PDF Chat	Relating decision and search algorithms for rational points on curves of higher genus	2003	Minhyong Kim
+	Application de la méthode de Dem'janenko–Manin à certaines familles de courbes de genre 2 et 3	1999	Leopoldo Kulesz

Action	Title	Year	Authors