Non-Abelian ODEs and O∆Es

Abstract: Some solutions of important integrable systems can be expressed in terms of ordinary differential or difference equations. The famous Painlevé equations are a good example of this phenomenon. Since the theory of integrable systems has been developing intensively towards the non-commutative case, the question of defining and deriving non-abelian ODEs and O∆Es becomes natural.

In this series of lectures, we will discuss some methods for the deriving and classification of such equations as well as investigation their integrability.

mathematical physics

Audience: researchers in the topic

Seminar-Type Workshop on Noncommutative Integrable Systems