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Ortodox cvadrant Sada generic linear systems for projective cr manifolds Nenumărat Mănăstire gripă

Some Families of Local Systems Over Smooth Projective Varieties
Some Families of Local Systems Over Smooth Projective Varieties

GENERIC SYSTEMS OF CO-RANK ONE VECTOR DISTRIBUTIONS Let Mn be a compact  manifold. We study generic sub-bundles of co-rank one. I
GENERIC SYSTEMS OF CO-RANK ONE VECTOR DISTRIBUTIONS Let Mn be a compact manifold. We study generic sub-bundles of co-rank one. I

Deformation of generic submanifolds in a complex manifold
Deformation of generic submanifolds in a complex manifold

Generic Systems of Co-Rank One Vector Distributions
Generic Systems of Co-Rank One Vector Distributions

Holonomy - Wikipedia
Holonomy - Wikipedia

PDF) Lefschetz pencil structures for 2-calibrated manifolds
PDF) Lefschetz pencil structures for 2-calibrated manifolds

Untitled
Untitled

PDF) Compact homogeneous Leviflat CR-manifolds
PDF) Compact homogeneous Leviflat CR-manifolds

The Boggess-Polking extension theorem for <Emphasis Type="Italic">CR  </Emphasis> functions on manifolds wi
The Boggess-Polking extension theorem for <Emphasis Type="Italic">CR </Emphasis> functions on manifolds wi

Boundaries of varieties in projective manifolds
Boundaries of varieties in projective manifolds

On maps of CR manifolds and transformations of differential equations
On maps of CR manifolds and transformations of differential equations

On CR-Mappings Between Algebraic Cauchy-Riemann Manifolds and Separate  Algebraicity for Holomorphic Functions
On CR-Mappings Between Algebraic Cauchy-Riemann Manifolds and Separate Algebraicity for Holomorphic Functions

Generic Projections
Generic Projections

Most real analytic Cauchy-Riemann manifolds are nonalgebraizable
Most real analytic Cauchy-Riemann manifolds are nonalgebraizable

FOLIATED CR MANIFOLDS
FOLIATED CR MANIFOLDS

PDF) Linear determinantal equations for all projective schemes
PDF) Linear determinantal equations for all projective schemes

A Generic CR-Manifold as an {e}-Structure
A Generic CR-Manifold as an {e}-Structure

arXiv:math/9705202v1 [math.CV] 2 Jun 1997
arXiv:math/9705202v1 [math.CV] 2 Jun 1997

A Relative Index on the Space of Embeddable CR-Structures, I
A Relative Index on the Space of Embeddable CR-Structures, I

Remarks on the rigidity of CR-manifolds
Remarks on the rigidity of CR-manifolds

REGULARITY PROPERTIES OF THE Db EQUATION ON WEAKLY PSEUDOCONVEX CR MANIFOLDS  OF DIMENSION 3 Let M be a compact, COO CR manifold
REGULARITY PROPERTIES OF THE Db EQUATION ON WEAKLY PSEUDOCONVEX CR MANIFOLDS OF DIMENSION 3 Let M be a compact, COO CR manifold

Maximally homogeneous nondegenerate CR manifolds
Maximally homogeneous nondegenerate CR manifolds

PDF) Embeddability for Three-Dimensional CR-Manifolds
PDF) Embeddability for Three-Dimensional CR-Manifolds

GENERIC LINEAR SYSTEMS FOR PROJECTIVE CR MANIFOLDS MSC: 32V10 (primary);  58A20, 53A20, 51N15 (secondary). Keywords: CR structure
GENERIC LINEAR SYSTEMS FOR PROJECTIVE CR MANIFOLDS MSC: 32V10 (primary); 58A20, 53A20, 51N15 (secondary). Keywords: CR structure

Pisot Units, Salem Numbers, and Higher Dimensional Projective Manifolds  with Primitive Automorphisms of Positive Entropy
Pisot Units, Salem Numbers, and Higher Dimensional Projective Manifolds with Primitive Automorphisms of Positive Entropy