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luptă gustos crizantemă reflection ideals and mappings between generic submanifolds in complex space conform interval zăpada

ANALYTICITY OF SMOOTH CR MAPPINGS OF GENERIC SUBMANIFOLDS∗ 1. Introduction.  In this paper, we consider a smooth CR mapping f f
ANALYTICITY OF SMOOTH CR MAPPINGS OF GENERIC SUBMANIFOLDS∗ 1. Introduction. In this paper, we consider a smooth CR mapping f f

Algebraicity of holomorphic mappings between real algebraic sets in  <Emphasis Type="Bold">C </Emphasis> &l
Algebraicity of holomorphic mappings between real algebraic sets in <Emphasis Type="Bold">C </Emphasis> &l

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

Convergence of formal CR mappings into strongly pseudoconvex Cauchy–Riemann  manifolds | SpringerLink
Convergence of formal CR mappings into strongly pseudoconvex Cauchy–Riemann manifolds | SpringerLink

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

Mapping between HOLSM in 2D and TCS in 3D a Mapping between a 2D... |  Download Scientific Diagram
Mapping between HOLSM in 2D and TCS in 3D a Mapping between a 2D... | Download Scientific Diagram

Approximation and convergence properties of formal CR-maps
Approximation and convergence properties of formal CR-maps

HOLOMORPHIC EXTENSION OF SMOOTH CR-MAPPINGS BETWEEN REAL-ANALYTIC AND  REAL-ALGEBRAIC CR-MANIFOLDS ∗ 1. Introduction and result
HOLOMORPHIC EXTENSION OF SMOOTH CR-MAPPINGS BETWEEN REAL-ANALYTIC AND REAL-ALGEBRAIC CR-MANIFOLDS ∗ 1. Introduction and result

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

PDF) Formal biholomorphic maps of real analytic hypersurfaces
PDF) Formal biholomorphic maps of real analytic hypersurfaces

arXiv:math/0609677v1 [math.CV] 25 Sep 2006
arXiv:math/0609677v1 [math.CV] 25 Sep 2006

Sufficient and necessary conditions for local rigidity of CR mappings and  higher order infinitesimal deformations
Sufficient and necessary conditions for local rigidity of CR mappings and higher order infinitesimal deformations

arXiv:math/0304015v1 [math.CV] 2 Apr 2003
arXiv:math/0304015v1 [math.CV] 2 Apr 2003

Divergent CR-equivalences and meromorphic differential equations
Divergent CR-equivalences and meromorphic differential equations

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

arXiv:math/0201267v1 [math.CV] 28 Jan 2002
arXiv:math/0201267v1 [math.CV] 28 Jan 2002

On some rigidity properties of mappings between CR-submanifolds in complex  space
On some rigidity properties of mappings between CR-submanifolds in complex space

Universe | Free Full-Text | The &ldquo;ER = EPR&rdquo; Conjecture and  Generic Gravitational Properties: A Universal Topological Linking Model of  the Correspondence between Tripartite Entanglement and Planck-Scale  Wormholes | HTML
Universe | Free Full-Text | The &ldquo;ER = EPR&rdquo; Conjecture and Generic Gravitational Properties: A Universal Topological Linking Model of the Correspondence between Tripartite Entanglement and Planck-Scale Wormholes | HTML

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

PDF) Schwarz Reflection Principle, Boundary Regularity and Compactness for  J-Complex Curves | Sergey Ivashkovich - Academia.edu
PDF) Schwarz Reflection Principle, Boundary Regularity and Compactness for J-Complex Curves | Sergey Ivashkovich - Academia.edu

Holomorphic Mappings of Domains with Generic Corners
Holomorphic Mappings of Domains with Generic Corners

556 M.S. Baouendi, Nord
556 M.S. Baouendi, Nord

Recent Progress on Two Problems in Several Complex Variables
Recent Progress on Two Problems in Several Complex Variables

arXiv:0706.3115v1 [math.CV] 21 Jun 2007
arXiv:0706.3115v1 [math.CV] 21 Jun 2007

Reflection maps | SpringerLink
Reflection maps | SpringerLink