Développements asymptotiques et microfonctions dans les classes de Gevrey
Diabatic limit, eta invariants and Cauchy–Riemann manifolds of dimension 3
Dichtepunkte im Spektrum Riemannscher Flächen.
Die Resolvente von ... Auf symmetrischen Räumen vom nichtkompakten Typ.
Diffeomorphisms of the circle and the based stochastic loop space
Differential complex associated to closed differential forms of nonconstant rank.
Differential invariants of generic hyperbolic Monge-Ampère equations
In this paper basic differential invariants of generic hyperbolic Monge-Ampère equations with respect to contact transformations are constructed and the equivalence problem for these equations is solved.
Differential operators cononically associated to a conformal structure.
Differential pseudoconnections and field theories
Diffusion on the total space of a vector bundle.
Dirac operators, conformal transformations and aspects of classical harmonic analysis.
Dirac operators on hypersurfaces
In this paper some relation among the Dirac operator on a Riemannian spin-manifold , its projection on some embedded hypersurface and the Dirac operator on with respect to the induced (called standard) spin structure are given.
Direct images of elliptic pairs and microlocalization
Discontinuity of geometric expansions.
Discrete Ljapunov functionals and -limit sets
Discrete version of Dungey’s proof for the gradient heat kernel estimate on coverings
We obtain another proof of a Gaussian upper estimate for a gradient of the heat kernel on cofinite covering graphs whose covering transformation group has a polynomial volume growth. It is proved by using the temporal regularity of the discrete heat kernel obtained by Blunck [2] and Christ [3] along with the arguments of Dungey [7] on covering manifolds.
Discreteness Conditions for the Laplacian on Complete, Non-Compact Riemannian Manifolds.
Discreteness of the spectrum for some differential operators with unbounded coefficients in
We give sufficient conditions for the discreteness of the spectrum of differential operators of the form in where and for Schrödinger operators in . Our conditions are also necessary in the case of polynomial coefficients.
Discrétisation de zeta-déterminants d’opérateurs de Schrödinger sur le tore
Nous donnons ici deux résultats sur le déterminant -régularisé d’un opérateur de Schrödinger sur une variété compacte . Nous construisons, pour , une suite où est un graphe fini qui se plonge dans via de telle manière que soit une triangulation de et où est un laplacien discret sur tel que pour tout potentiel sur , la suite de réels converge après renormalisation vers . Enfin, nous donnons sur toute variété riemannienne compacte de dimension inférieure ou égale à ...
Dispersive estimates for a linear wave equation with electromagnetic potential.