We present here some conjectures on the diagonalizability of uniform principal bundles on rational homogeneous spaces, that are natural extensions of classical theorems on uniform vector bundles on the projective space, and study the validity of these conjectures in the case of classical groups.
Splitting conjectures for uniform flag bundles / Munoz, Roberto; Occhetta, Gianluca; Solá Conde, Luis E.. - In: EUROPEAN JOURNAL OF MATHEMATICS. - ISSN 2199-675X. - 6:(2020), pp. 430-452. [10.1007/s40879-019-00343-6]
Splitting conjectures for uniform flag bundles
Munoz, Roberto;Occhetta, Gianluca;Solá Conde, Luis E.
2020-01-01
Abstract
We present here some conjectures on the diagonalizability of uniform principal bundles on rational homogeneous spaces, that are natural extensions of classical theorems on uniform vector bundles on the projective space, and study the validity of these conjectures in the case of classical groups.File in questo prodotto:
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