Lie Algebras and Their Applications
	Authors	Title	Day	Time	Room Number   Name
Block 1	Shrawan Kumar	On Cachazo-Douglas-Seiberg-Witten Conjecture for Simple Lie Algebras.	4-Jun	1:30 PM	Aud. R. Mañé
	Nicolas Andruskiewitsch	Nichols algebras of semisimple Yetter-Drinfeld modules This is joint work with I. Heckenberger and H.-J. Schneider.		2:30 PM
	Miguel Ferrero* Wagner Cortes Eduardo Marcos	Partial Actions on Categories.		03:00PM
Block 2	Adriano Adrega de Moura* Dijana Jakelic	Clebsch-Gordan problem for finite-dimensional representations of hyper loop algebras.	5-Jun	8:30 AM	Aud. R. Mañé
	Alistair Savage	Quivers and the Euclidean group.		9:00 AM
	Robert Lee Wilson	Multisum identities related to standard modules for affine Lie algebras.		9:30 AM
	Alexandr Grishkov	An analogue of Campbell-Hausdorff formula in characteristic p>0.		10:00 AM
Block 3	Roman Bezrukavnikov	Cherednik algebra, Hilbert schemes and quantum cohomology.	5-Jun	1:30 PM	Aud. R. Mañé
	Yuriy Drozd*	Representations of linear groups over Euclidean algebras.		2:00 PM
	Yuly Billig	Irreducible representations of extended affine Lie algebras.		2:30 PM
	Francesco Toppan	Irreducible representations of the 1D N-Extended Supersymmetry Algebra.		3:00 PM
Block 4	Daniel Nakano	Lie Superalgebras: Geometry and Cohomology.	5-Jun	5:00 PM	Aud. R. Mañé
	Irfan Bagci	Cohomology and Support Varieties for Lie superalgebras of type W(n).		5:30 PM
	Plamen Koshlukov	Graded tensor products of PI algebras.		6:00 PM
	Anliy Natsuyo Nashimoto Sargeant	Verma type modules over an extended affine Lie algebra of type A1		6:30 PM

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