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Graduate Student Poster Session / Présentations des étudiants diplômés
(Keith Taylor, Organizer)

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ANA DUFF, Department of Mathematics and Statistics, University of Ottawa Ottawa, Ontario  K1N 6N5
Derivations of orthosymplectic Lie superalgebras

We will describe the derivations of a class of Lie superalgebras generalizing the orthosymplectic Lie superalgebras. Examples are some of the natural subalgebras of differential operators on the (super)circle, recently studied by Kac-Wang-Yan in the classical case and by Cheng-Wang in the supercase. Other examples are Lie algebras graded by root systems of type B and D where our results give a refinement of recent work of Benkart. In particular, we will give a precise description of the derivations of those Lie algebras occurring as the centreless core of extended affine Lie algebras.

DAVE MORGAN, Memorial
To be announced

JOHN STEELE, Saskatchewan
To be announced

KHALID EL YASSINI, St. Boniface