The classification of CR hypersurfaces M 2 n+ 1⊂ C n+ 1 up to biholomorphic equivalences,
notably the homogeneous ones, is a vast problem, especially in dimension 5, ie for n= 2 …

Abstract Holomorphically homogeneous Cauchy–Riemann (CR) real hypersurfaces were
classified by Élie Cartan in 1932. In the next dimension, we complete the classification of …

We consider Legendrian contact structures on odd-dimensional complex analytic manifolds.
We are particularly interested in integrable structures, which can be encoded by compatible …

В связи с задачей описания голоморфно-однородных вещественных
гиперповерхностей пространства C3 изучаются пятимерные вещественные алгебры …

We discuss a complete solution of the problem on the local description and classification of
holomorphically homogeneous real hypersurfaces in $\mathbb {C}^ 3$. Large families of …

Настоящая заметка связана с изучением изучением свойства (локальной)
голоморфной голоморфной однородности вещественных вещественных гиперповер …

In a recent paper, the author and I. Zelenko introduce the concept of modified CR symbols
for organizing local invariants of $2 $-nondegenerate CR structures. In this paper, we …

We review the theory of first BGG operators and study how to approach them and find their
solution on homogeneous geometries. We provide many new examples of parabolic …

In connection with the problem of describing holomorphically homogeneous real
hypersurfaces in a complex space, the study of 7-dimensional real Lie algebras and their 7 …

В связи с задачей описания голоморфно однородных вещественных
гиперповерхностей в C4 в статье изучаются 7-мерные орбиты вещественных алгебр …