Manolo Eminenti

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All published works

Action	Title	Year	Authors
+ PDF Chat	Ricci solitons: the equation point of view	2008	Manolo Eminenti Gabriele La Nave Carlo Mantegazza
+	Ricci solitons - The equation point of view	2006	Manolo Eminenti Gabriele La Nave Carlo Mantegazza
+	Some properties of the distance function and a conjecture of De Giorgi	2004	Manolo Eminenti Carlo Mantegazza
+	Some Properties of the Distance Function and a Conjecture of De Giorgi	2003	Manolo Eminenti Carlo Mantegazza

Common Coauthors

Coauthor	Papers Together
Carlo Mantegazza	4
Gabriele La Nave	2

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	A remark on compact Ricci solitons	2007	Manuel Fernández-López Eduardo García‐Río	2
+	Curvature and distance function from a manifold	1998	Luigi Ambrosio Carlo Mantegazza	2
+ PDF Chat	Three-dimensional Ricci solitons which project to surfaces	2007	Paul Baird Laurent Danielo	2
+	A Myers-type theorem and compact Ricci solitons	2006	Andrzej Derdziński	2
+ PDF Chat	Smooth geometric evolutions of hypersurfaces	2002	Carlo Mantegazza	2
+ PDF Chat	Compact gradient shrinking Ricci solitons with positive curvature operator	2007	Xiaodong Cao	2
+ PDF Chat	Rotationally Symmetric Shrinking and Expanding Gradient Kähler-Ricci Solitons	2003	Mikhail Feldman Tom Ilmanen Dan Knopf	2
+ PDF Chat	Ricci solitons on compact three-manifolds	1993	Thomas Ivey	1
+	Geometry of Ricci Solitons*	2006	Huai-Dong Cao	1
+	Logarithmic Sobolev inequalities and the spectrum of Schrödinger operators	1981	O. S. Rothaus	1
+	On Locally Conformally Flat Gradient Shrinking Ricci Solitons	2008	Xiaodong Cao Biao Wang Zhou Zhang	1
+ PDF Chat	Manifolds with positive curvature operators are space forms	2008	Christoph Böhm Burkhard Wilking	1
+	Conjetture riguardanti alcuni problemi di evoluzione	1996	Ennio De Giorgi	1
+ PDF Chat	A theorem on Riemannian manifolds of positive curvature operator	1974	Shun-ichi Tachibana	1
+ PDF Chat	On the long-time behavior of type-III Ricci flow solutions	2007	John Lott	1
+ PDF Chat	Complete gradient shrinking Ricci solitons have finite topological type	2008	Fuquan Fang Jian-wen Man Zhen-lei Zhang	1
+ PDF Chat	On Four-Dimensional Gradient Shrinking Solitons	2008	Luqun Ni Nolan R. Wallach	1
+	Riemannian geometry	1987	Sylvestre Gallot	1
+ PDF Chat	On the classification of gradient Ricci solitons	2010	Peter Petersen William Wylie	1
+	Riemannian Geometry	1990	Sylvestre Gallot Dominique Hulin Jacques Lafontaine	1
+	The Ricci flow on surfaces	1988	Richard S. Hamilton	1
+ PDF Chat	A note on uniformization of Riemann surfaces by Ricci flow	2006	Xiuxiong Chen Peng Lü Gang Tian	1
+	Recent Topics in Differential and Analytic Geometry	1990	卓四郎落合	1
+	The Ricci Flow: An Introduction	2004	Bennett Chow Dan Knopf	1
+	Gradient Kahler Ricci Solitons	2004	Robert L. Bryant	1
+ PDF Chat	Four-manifolds with positive curvature operator	1986	Richard S. Hamilton	1
+	On Rotationally Symmetric Hamilton's Equation for Kähler-Einstein Metrics	1990	Norihito Koiso	1
+	On a classification of the gradient shrinking solitons	2007	Lei Ni Nolan R. Wallach	1
+	The entropy formula for the Ricci flow and its geometric applications	2002	Grisha Perelman	1