It is shown how the theory of classical W-algebras can be formulated on a higher genus Riemann surface in the spirit of Krichever and Novikov. An intriguing relation between the theory of A1 embeddings into simple Lie algebras and the holomorphic geometry of Riemann surfaces is exhibited. © 1994.
Zucchini R. (1994). A Krichever-Novikov formulation of classical W algebras on Riemann surfaces. PHYSICS LETTERS. SECTION B, 323(3-4), 322-329 [10.1016/0370-2693(94)91227-0].
A Krichever-Novikov formulation of classical W algebras on Riemann surfaces
Zucchini R.Primo
1994
Abstract
It is shown how the theory of classical W-algebras can be formulated on a higher genus Riemann surface in the spirit of Krichever and Novikov. An intriguing relation between the theory of A1 embeddings into simple Lie algebras and the holomorphic geometry of Riemann surfaces is exhibited. © 1994.File in questo prodotto:
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