Add to ORKGWe 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 geometries that admit solutions of first BGG operators with many interesting properties and interpretations.Comment: 50 pp, comments welcom
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:Locally exact complexes of invariant differential operators are constructed on the homogeneo...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:Locally exact complexes of invariant differential operators are constructed on the homogeneo...
summary:We show that the conformally invariant Yamabe operator on a complex conformal manifold can b...
summary:We show that the conformally invariant Yamabe operator on a complex conformal manifold can b...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
First BGG operators are a large class of overdetermined linear differential operators intrinsically ...
In Riemannian geometry, the fundamental fact is that there exists a unique torsion-free connection (...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:Locally exact complexes of invariant differential operators are constructed on the homogeneo...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:Locally exact complexes of invariant differential operators are constructed on the homogeneo...
summary:We show that the conformally invariant Yamabe operator on a complex conformal manifold can b...
summary:We show that the conformally invariant Yamabe operator on a complex conformal manifold can b...
summary:BGG sequences on flat homogeneous spaces are analyzed from the point of view of decompositio...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
First BGG operators are a large class of overdetermined linear differential operators intrinsically ...
In Riemannian geometry, the fundamental fact is that there exists a unique torsion-free connection (...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...
summary:Almost c-spinorial geometry arises as an interesting example of the metrisability problem fo...