Ahmed Ramzi Sourour - Lie isomorphisms between nest algebras

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Ahmed Ramzi Sourour - Lie isomorphisms between nest algebras

	AHMED RAMZI SOUROUR, Department of Mathematics and Statistics, University of Victoria, Victoria, British Columbia V8W 3P4, Canada
	Lie isomorphisms between nest algebras

A Lie isomorphism between two algebras is a bijective linear map $\phi$ satisfying the condition $\phi(ab - ba) = \phi(a) \phi(b) - \phi(b) \phi(a)$ . We give a complete description of the Lie isomorphisms between two nest algebras. (Joint work with Laurent Marcoux).

eo@camel.math.ca