We review the salient properties of subelliptic harmonic maps and morphisms, both from a domain in ℝN endowed with a Hörmander system and from a strictly pseudoconvex CR manifold. We also report on several generalizations of harmonic morphisms such as heat equation morphisms from a CR manifold and b-harmonic morphisms. We discuss subelliptic harmonic vector fields within pseudohermitian geometry
We study pseudoharmonic maps from a compact strictly pseudoconvex CR manifolds and their generalizat...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
Building on the work by J. Jost and C.-J. Xu (32), and E. Barletta et al. (3), we study smooth pseud...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study pseudoharmonic maps from a compact strictly pseudoconvex CR manifolds and their generalizat...
We study pseudoharmonic maps from a compact strictly pseudoconvex CR manifolds and their generalizat...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
We study subelliptic harmonic morphisms i.e. smooth maps $\phi: \Omega \to \tilde\Omega$ among doma...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
Given a Hörmander system $X = \{ X_1 , \dots , X_m \}$ on a domain $\Omega \subseteq \mathbb{R}^n$ w...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
Building on the work by J. Jost and C.-J. Xu (32), and E. Barletta et al. (3), we study smooth pseud...
We study pseudoharmonic maps from a strictly pseudoconvex CR manifold $(M, \theta)$ into a Riemanni...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study pseudoharmonic maps from a compact strictly pseudoconvex CR manifolds and their generalizat...
We study pseudoharmonic maps from a compact strictly pseudoconvex CR manifolds and their generalizat...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
We study the natural almost CR structure on the total space of a subbundle of hyperquadrics of the t...
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