Browsing by Author "ZAITSEV, DMITRI"
Now showing items 2136 of 36

Lie group structures on automorphism groups of realanalytic CR manifolds
ZAITSEV, DMITRI (The Johns Hopkins University Press, 2008)Given any realanalytic CR manifold M, we provide general conditions on M guar anteeing that the group of all its global realanalytic CR automorphisms AutCR(M) is a Lie group (in an appropriate topology). In particular, ... 
Nonembeddable real algebraic hypersurfaces
ZAITSEV, DMITRI (2013) 
A NORMAL FORM FOR ALL LEVINONDEGENERATE ALMOST CR STRUCTURES
ZAITSEV, DMITRI (2012) 
Normal form for infinite type hypersurfaces in ℂ2 with nonvanishing Levi form derivative
ZAITSEV, DMITRI (2018) 
Normal forms for nonintegrable almost CR structures
ZAITSEV, DMITRI (2012) 
Obstructions to embeddability into hyperquadrics and explicit examples
ZAITSEV, DMITRI (Springer, 2008)We give series of explicit examples of Levinondegenerate realanalytic hypersurfaces in complex spaces that are not transversally holomorphically embeddable into hyperquadrics of any dimension. For this, we construct ... 
On Leviflat hypersurfaces with prescribed boundary
ZAITSEV, DMITRI (2010)We address the problem of existence and uniqueness of a Leviflat hypersurface M in ?n with prescribed compact boundary S for n ? 3. The situation for n ? 3 differs sharply from the well studied case n = 2. We first establish ... 
On local CRtransformation of Levidegenerate group orbits in compact Hermitian symmetric spaces
ZAITSEV, DMITRI (European Mathematical Society, 2006) 
On symmetric CauchyRiemann manifolds
ZAITSEV, DMITRI (Elsevier, 2000)The Riemannian symmetric spaces play an important role in different branches of mathematics. By definition, a (connected) Riemannian manifold M is called symmetric if, to every a ? M, there exists an involutory isometric ... 
On the automorphism groups of algebraic bounded domains
ZAITSEV, DMITRI (Springer, 1995) 
Reduction of FiveDimensional Uniformly Levi Degenerate CR Structures to Absolute Parallelisms
ZAITSEV, DMITRI (2013) 
Remarks on the rigidity of CRmanifolds
ZAITSEV, DMITRI (NUMDAM, 2006)A method is proposed to obtain examples of smooth CRmanifolds whose local stability group is neither a Lie group nor infinitedimensional. 
Rigidity of CR maps between Shilov boundaries of bounded symmetric domains
ZAITSEV, DMITRI (2013) 
Unique determination of local CRmaps by their jets: A survey".
ZAITSEV, DMITRI (2002)