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Sternberg S See Guillemin V Sternberg S
Hingston N Closed geodesies on manifolds with infinite
See Lyons T Sullivan D
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abelian AIA(G algebra assume asymptotic bounded canonical closed geodesies cohomology group commutative compact complex conjecture constant construction converges coordinates Corollary curvature curve defined deformations degree denote differential operators dimension dimensional discrete divisor element equation equivariant Euclidean exact sequence exists finite follows G-invariant Gauss map geodesies geometry given harmonic functions harmonic maps hence holomorphic homotopy hypersurface implies induced inequality injective integral invariant isometry isomorphism Jacobian variety Kaehler manifold Koszul cohomology KP dynamical system Lie group line bundle linear Math minimal surfaces Morse theory multiplicity multiplicity-free neighborhood nonnegative nonzero normal obtain orbit orthogonal orthonormal principal G-bundle projection Proof of Lemma proof of Proposition proof of Theorem prove pullback quotient rank result Riemannian manifold satisfies semistable smooth space stable structure subgroup submanifold subset subspace Suppose symplectic tangent theory topology vanishes vector bundle vector field Yang-Mills zero