The Mathematical Heritage of Henri Poincare, Part 2


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Proceedings of Symposia in Pure Mathematics, 54, Part 1. SIAM J. Differential geometry, , Pitman Monogr. Surveys Pure Appl. Topology 31 , no. II Beijing, , , Springer, Berlin, Geometry and nonlinear partial differential equations Fayetteville, AR, , , Contemp.

Colóquio Interdisciplinar Henri Poincaré

Geometric singularities and spectra of Landau-Ginzburg models. Matrix Anal. Holomorphic curves in surfaces of general type. Compositio Math.

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Illinois J. A note on our previous paper: "On the existence of Hermitian-Yang-Mills connections in stable vector bundles" [Comm. Directions in partial differential equations Madison, WI, , , Publ. Center Univ. Advanced Series in Mathematical Physics, 1. World Scientific Publishing Co. ISBN: ; Some remarks on the quasi-local mass. Uniformization of geometric structures. Uhlenbeck- S. French [Stable bundles and Hermite-Einstein metrics after S. Donaldson, K. Uhlenbeck, S.

Conformally flat manifolds, Kleinian groups and scalar curvature. Sinica N. On the rigidity of certain discrete groups and algebraic varieties. General relativity and gravitation Stockholm, , , Cambridge Univ.

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On the existence of Hermitian-Yang-Mills connections in stable vector bundles. Frontiers of the mathematical sciences: New York, S, suppl. The strong rigidity of locally symmetric complex manifolds of rank one and finite volume. Complex differential geometry and nonlinear differential equations Brunswick, Maine, , , Contemp. The completeness of affine metrics. Zhiyong; Yau, S. The existence of negatively Ricci curved metrics on three-manifolds. Scuola Norm. Pisa Cl. Symposium on anomalies, geometry, topology Chicago, Ill.

Publishing, Singapore, Proceedings of the International Congress of Mathematicians, Vol. Differential geometry and complex analysis, , Springer, Berlin, Complex analysis of several variables Madison, Wis. The existence of a black hole due to condensation of matter.

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The embedding of the solution given by Douglas-Morrey and an analytic proof of Dehn's lemma. Topology 21 , no. Topology 22 , no. Seminar on Differential Geometry, pp. Press, Princeton, N. Indiana Univ. Papers presented at seminars held during the academic year Edited by Shing Tung Yau. Annals of Mathematics Studies, Princeton University Press, Princeton, N.

The Chern Symposium Proc. Geometric bounds on the low eigenvalues of a compact surface. Geometry of the Laplace operator Proc. Hawaii, Honolulu, Hawaii, , pp. Proceedings of the International Congress of Mathematicians Helsinki, , pp. Fennica, Helsinki, Minimal submanifolds and geodesics Proc. Japan-United States Sem. Calabi, T.

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Aubin et S. A remark on the preceding paper of S. Pures Appl. Topology 18 , no. On the structure of manifolds with positive scalar curvature.

Manuscripta Math. Partial differential equations and geometry Proc. Topology 16 , no. Curvature estimates for minimal hypersurfaces. Topology 15 , no.

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Differential equations on Riemannian manifolds and their geometric applications. I, II. Blaine, Jr. Remarks on conformal transformations. Differential Geometry 8 , A great physicist of the twentieth century. Liu and S. Mirror symmetry, mirror map and applications to complete intersection Calabi-Yau spaces. Mirror symmetry, mirror map and applications to Calabi-Yau hypersurfaces.


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Acta Math. Algebraic geometry and related topics Inchon, , , Conf. Lecture Notes Algebraic Geom. Differential geometry: partial differential equations on manifolds Los Angeles, CA, , , Proc. International Press, Hong Kong, Edited by Robert Greene and S. Proceedings of Symposia in Pure Mathematics, 54, Part 3. Proceedings of Symposia in Pure Mathematics, 54, Part 2. Proceedings of Symposia in Pure Mathematics, 54, Part 1. SIAM J.

Differential geometry, , Pitman Monogr. Surveys Pure Appl. Topology 31 , no. II Beijing, , , Springer, Berlin, Geometry and nonlinear partial differential equations Fayetteville, AR, , , Contemp.

The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2 The Mathematical Heritage of Henri Poincare, Part 2
The Mathematical Heritage of Henri Poincare, Part 2

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