Paraconformal Structures and Integrable Systems

Grant, JDE (1999) Paraconformal Structures and Integrable Systems

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Abstract

We consider some natural connections which arise between right-flat (p, q) paraconformal structures and integrable systems. We find that such systems may be formulated in Lax form, with a "Lax p-tuple" of linear differential operators, depending a spectral parameter which lives in (q-1)-dimensional complex projective space. Generally, the differential operators contain partial derivatives with respect to the spectral parameter.

Item Type:	Article
Divisions :	Faculty of Engineering and Physical Sciences > Mathematics
Authors :	Name Email ORCID Grant, JDE j.grant@surrey.ac.uk
Date :	15 June 1999
Uncontrolled Keywords :	solv-int, solv-int, hep-th, nlin.SI
Related URLs :	Author
Depositing User :	Symplectic Elements
Date Deposited :	17 May 2017 13:28
Last Modified :	11 Jun 2019 09:51
URI:	http://epubs.surrey.ac.uk/id/eprint/839361

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