The heat flows and harmonic maps of complete noncompact Riemannian manifolds.
The height function on the 2-dimensional cohomology of a flag manifold.
The Helgason-Fourier transform for symmetric spaces. II.
The Hessian of the distance from a surface in the Heisenberg group.
The Hijazi inequalities on complete Riemannian manifolds.
The Holomorphic or Anti-Holomorphic Character of Harmonic Maps into Irreducible Compact Quotients of Polydiscs.
The homogeneous lift on the cotangent bundle.
The hyperbolic n-space as a graph in euclidean (6n-6)-space.
The hypercomplex quotient and the quaternionic quotient.
The hyperKähler geometry associated to Wolf spaces
Sia un grupo di Lie compatto e semplice. Sia la più piccola orbita nilpotente non-banale nell'algebra di Lie complessa . Si presenta una costruzione diretta di teoria di Lie delle metriche iperKahler su con potenziale Kahleriano -invariante e compatibili con la forma simplettica complessa di Kostant-Kirillov-Souriau. In particolare si ottengono le metriche iperKahler dei fibrati associati sugli spazi di Wolf (spazi simmetrici quaternionali a curvatura scalare positiva).
The inaudible geometry of nilmanifolds.
The Index of Minimal Immersions of S2 into S2n.
The indicator of contact boundaries for an integral geometry problem.
The Induced Connections on the Subspaces in Miron's Osckm
The infinite Brownian loop on a symmetric space.
The infinitesimal counterpart of tangent presymplectic groupoids of higher order
Let be a presymplectic groupoid. In this paper we characterize the infinitesimal counter part of the tangent presymplectic groupoid of higher order, where is the tangent groupoid of higher order and is the complete lift of higher order of presymplectic form .
The influence of the boundary behaviour on hypersurfaces with constant mean curvature in Hn+1.
The information metric on rational maps.
The instability of naked singularities in the gravitational collapse of a scalar field.
The integrability of a field of endomorphisms
A Theorem is proved that gives intrinsic necessary and sufficient conditions for the integrability of a zero-deformable field of endomorphisms. The Theorem is proved by reducing to a special case in which the endomorphism field is nilpotent. Many arguments used in the derivation of similar results are simplified, principally by means of using quotient rather than subspace constructions.