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Algebraic Geometry
Introduction to Algebraic Geometry.By Serge Lang. Pp. xi + 260. (Addison–Wesley: Reading, Massachusetts, 1972.)
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TANGENT AND COTANGENT BUNDLES
of subsets of TM: Note that i) 8 (p;Xp) 2 TM , as p 2M ) there exists (U ; ) 2 S such that p 2 U ; i.e. (p;Xp) 2 TU , and we have TU =  1 (R) 2 : ii) If we de…ne F : TpM ! R by F (Xp) = (Xp(x);…
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EXISTENCE AND REGULARITY OF MINIMAL SURFACES ON RIEMANNIAN MANIFOLDS
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MANIFOLDS ALL OF WHOSE GEODESICS ARE CLOSED
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An introduction to differential geometry
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Total curvature in Riemannian geometry
GLOBAL LORENTZIAN GEOMETRY (Pure and Applied Mathematics: a Series of Textbooks and Monographs, 67)
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Surfaces in Conformal Geometry
Properties of submanifolds are examined which remain invariantunder a conformal change of metric of the ambiant space. In particular,the Willmore energy functional is discussed as is the…
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INTRODUCTION TO MÖBIUS DIFFERENTIAL GEOMETRY (London Mathematical Society Lecture Note Series 300) By UDO HERTRICH-JEROMIN: 413 pp., £29.95/US$45.00 (LMS members' price £22.46/US$33.75), ISBN…
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Mean Curvature of Riemannian Immersions
1. Let M and M' denote complete riemannian manifolds of dimension n and m respectively, and suppose that M is compact and oriented. For simplicity we assume that both manifolds and their metrics are…
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