Lie groups and twistor spaces

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Publication:1068399

DOI10.1215/S0012-7094-85-05213-5zbMath0582.58011WikidataQ115240185 ScholiaQ115240185MaRDI QIDQ1068399

Robert L. Bryant

Publication date: 1985

Published in: Duke Mathematical Journal (Search for Journal in Brave)




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Group actions and deformations for harmonic maps into symmetric spaces, Nijenhuis tensors and Lie algebras, Isotropic geometry and twistors in higher dimensions. I. The generalized Klein correspondence and spinor flags in even dimensions, HARMONIC MAPS AND TWISTORIAL STRUCTURES, The dimension and structure of the space of harmonic 2-spheres in the \(m\)-sphere, Linear almost complex structures on \(S^ 6\), Conformal immersions of compact Riemann surfaces into the 2n-sphere (n ≥ 2), Instantons in six dimensions and twistors, Harmonic tori in de Sitter spaces \(S^{2n}_1\), Pfaffian systems from twistor fibrations, Harmonic maps from compact Kähler manifolds to exceptional hyperbolic spaces, Holomorphic curves and Toda systems, Plücker formulae for the orthogonal group, Invariant Hermitian structures and variational aspects of a family of holomorphic curves on flag manifolds, Homogeneous domains in the space of complex structures, Totally real totally geodesic submanifolds of compact 3-symmetric spaces, Harmonic morphisms between Weyl spaces and twistorial maps. II, On the stability of harmonic maps under the homogeneous Ricci flow, \(G\)-structures of twistor type and their twistor spaces, Equi-harmonic maps and Plücker formulae for horizontal-holomorphic curves on flag manifolds, Curvature properties of twistor spaces of quaternionic Kähler manifolds, Geometry of G2 orbits and isoparametric hypersurfaces, Almost complex structures on the orthogonal twistor bundle, Normalized potentials of minimal surfaces in spheres, Homogeneous \((Z(n), \text{SO}(2n, \mathbb C))\)-geometries and uniformization, Instantons on the six-sphere and twistors



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