Deformations of the normalization of hypersurfaces.
Deformations of transversely holomorphic flows on spheres and deformations of hopf manifolds
Deformations which preserve the non-immersive locus of a map-germ.
Deformierbare Singularitäten.
Deforming real projective structures.
Degeneracy of entire curves in log surfaces with
We determine which algebraic surface of logarithmic irregularity admit an algebraically non-degenerate entire curve.
Degeneracy of holomorphic maps via orbifolds
We use orbifold structures to deduce degeneracy statements for holomorphic maps into logarithmic surfaces. We improve former results in the smooth case and generalize them to singular pairs. In particular, we give applications on nodal surfaces and complements of singular plane curves.
Degeneracy of Holomorphic Maps with Ramification.
Degeneration of quasicircles: Inner and outer radii of Teichmüller spaces.
Degeneration of Riemann surfaces and intermediate polarization of the moduli space of flat connections.
Degree of local zeta functions and monodromy
Denoising Manifolds for Dimension
2000 Mathematics Subject Classification: 68T01, 62H30, 32C09.Locally Linear Embedding (LLE) has gained prominence as a tool in unsupervised non-linear dimensional reduction. While the algorithm aims to preserve certain proximity relations between the observed points, this may not always be desirable if the shape in higher dimensions that we are trying to capture is observed with noise. This note suggests that a desirable first step is to remove or at least reduce the noise in the observations before...
Densité des ensembles semi-pfaffiens
Densité des ensembles sous-analytiques
It is shown that a sub-analytic set has a density at each point, and the notion of pure cone is defined. As in the complex case, this density may be expressed in terms of the area of the connected components of the pure tangent cone, with involved integral multiplicities.
Densité des feuilles de certaines équations de Pfaff à 2 variables
On donne une condition suffisante explicite et générique pour qu’une forme de Pfaff à deux variables complexes ait ses feuilles denses tant localement que globalement.
Densité des fonctions plurisousharmoniques
Density of Morse Functions on a Complex Space.
Density of Morse functions on sets definable in o-minimal structures
We present a tameness property of sets definable in o-minimal structures by showing that Morse functions on a definable closed set form a dense and open subset in the space of definable functions endowed with the Whitney topology.
Dependence of meromorphic mappings
Der erste Riemannsche Hebbarkeitssatz im nichtarchimedischen Fall.