A Metric on the Manifold of Immersions and Its Riemannian Curvature.
A metric tangential calculus.
A microlocal F. and M. Riesz theorem with applications.
Consider, by way of example, the following F. and M. Riesz theorem for Rn: Let μ be a finite measure on Rn whose Fourier transform μ* is supported in a closed convex cone which is proper, that is, which contains no entire line. Then μ is absolutely continuous (cf. Stein and Weiss [SW]). Here, as in the sequel, absolutely continuous means with respect to Lebesque measure. In this theorem one can replace the condition on the support of μ* by a similar condition on the wave front set WF(μ) of μ, while...
A minimising property of the radial projection.
A minimization problem arising from prescribing scalar curvature functions.
A minorization of the first positive eigenvalue of the scalar laplacian on a compact Riemannian manifold [Book]
A mixed boundary value problem for energy minimizing harmonic maps.
A mod k index theorem.
A Model for Computing Rational Algebraic K-Theory of Simply Connected Spaces.
A monotonicity formula for Yang-Mills Fields.
A Morse index for geodesics in static Lorentz manifolds.
A Morse lemma at infinity for Yamabe type problems on domains
A Morse lemma for degenerate critical points with low differentiability.
A Morse theory for annulus-type minimal surfaces.
A Morse theory for light rays on stably causal lorentzian manifolds
A mountain pass theorem for actions of compact Lie groups.
A Narasimhan-Seshardri-Donaldson Correspondance over Non-orientable Surfaces.
A natural graded Lie algebra sheaf over Riemann surfaces
A necessary and sufficient condition for the existence of a bundle in differential spaces
A Neumann problem with the -Laplacian on a solid torus in the critical of supercritical case.