Fernando C. Marcques

It appears you may be referring to Fernando Codá Marques (often spelled without the extra “c”), a prominent Brazilian mathematician known for his work in differential geometry and geometric analysis. He is currently a professor at Princeton University. Among his most notable achievements is the resolution—together with André Neves—of the long-standing Willmore conjecture about minimal surfaces. He has received several awards for his contributions, including the Oswald Veblen Prize in Geometry.

All published works

Action	Title	Year	Authors
+ PDF Chat	Scalar Curvature Rigidity of Geodesic Balls in $S^n$	2011	Simon Brendle Fernando C. Marcques

Common Coauthors

Coauthor	Papers Together
Simon Brendle	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	Positive Mass Theorem and the Boundary Behaviors of Compact Manifolds with Nonnegative Scalar Curvature	2002	Yuguang Shi Luen-Fai Tam	1
+	Positive Mass Theorem on Manifolds admitting Corners along a Hypersurface	2002	Pengzi Miao	1
+	Rigidity phenomena involving scalar curvature	2010	Simon Brendle	1
+	Rigidity theorems on hemispheres in non-positive space forms	2009	Lan-Hsuan Huang Damin Wu	1
+	Area‐minimizing projective planes in 3‐manifolds	2010	Hubert L. Bray Simon Brendle Michael Eichmair André Neves	1
+ PDF Chat	The size of isoperimetric surfaces in $3$-manifolds and a rigidity result for the upper hemisphere	2009	Michael Eichmair	1
+ PDF Chat	On the proof of the positive mass conjecture in general relativity	1979	Richard Schoen Shing-Tung Yau	1
+	Convergence of the Yamabe flow in dimension 6 and higher	2007	Simon Brendle	1
+ PDF Chat	The mass of an asymptotically flat manifold	1986	Robert Bartnik	1
+	Rigidity of area-minimizing two-spheres in three-manifolds	2010	Hubert L. Bray Simon Brendle André Neves	1
+ PDF Chat	Rigidity Theorems for Compact Manifolds with Boundary and Positive Ricci Curvature	2009	Fengbo Hang Xiaodong Wang	1
+	Deformations of scalar curvature	1976	Paul E. Ehrlich	1
+ PDF Chat	Rigidity and Non-rigidity Results on the Sphere	2006	Fengbo Hang Xiaodong Wang	1
+ PDF Chat	Scalar curvature rigidity of certain symmetric spaces	1998	Maung Min-Oo	1
+	Positive mass theorem and the boundary behaviors of compact manifolds with nonnegative scalar curvature	2003	Yuguang Shi Luen-Fai Tam	1
+	Area-minimizing projective planes in three-manifolds	2009	Hubert L. Bray Simon Brendle Michael Eichmair André Neves	1
+ PDF Chat	Rigidity theorems on hemispheres in non-positive space forms	2010	Lan-Hsuan Huang Damin Wu	1
+ PDF Chat	Rigidity of area-minimizing two-spheres in three-manifolds	2010	Hubert L. Bray Simon Brendle André Neves	1
+ PDF Chat	Positive mass theorem on manifolds admitting corners along a hypersurface	2002	Pengzi Miao	1
+ PDF Chat	Deformations of the hemisphere that increase scalar curvature	2010	Simon Brendle Fernando C. Marques André Neves	1