Workshop program
Workshop
"Algebra and its applications"
April 29 May 1, 2011, Daugavpils, Latvia
FRIDAY April 29
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13:00-14:00 |
Registration, lunch time
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14:00-14:30 |
Opening
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14:30-15:20 |
Kateryna Pavlyk (University of Tartu, Estonia) On pseudocompact topological inverse Brandt semigroups
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15.20-15.55 |
Peeter Puusemp, Sr. (Tallinn University of Technology, Estonia)
On endomorphism monoids of Clifford semigroups
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15.55-16:15 |
Coffee |
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16:15-16:40 |
Valdis Laan (University of Tartu, Estonia) Acceptable Morita contexts for semigroups
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16:40-17:05 |
Lauri Tart (University of Tartu, Estonia) Rees matrix covers and strong Morita equivalence of partially ordered semigroups
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17.05- |
Dinner time
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SATURDAY April 30
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8.00-9.00 |
Breakfast time
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9:00-9:50 |
Zsolt Balogh (University College of Nyiregyhaza, Hungary) Lie nilpotency index in group algebras
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9:50-10:15 |
Tibor Juhász (Eszterházy Károly College, Hungary) Derived lengths in group algebras
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10:15-10:35 |
Coffee |
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10.35-11.25 |
Jānis Cīrulis (University of Latvia, Latvia) A topological representation of residuation subreducts ofresiduated integral pogroupoids
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11:25-11:50 |
Sergejs Solovjovs (University of Latvia, Latvia) On some properties of the category of extended-order algebras
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11:50-13:30 |
Lunch time
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13:30-14.20 |
Felix Sadyrbaev (Daugavpils University, Latvia) Properties of polynomials and problems in differential equations
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14.20-14.55 |
Peteris Daugulis (Daugavpils University, Latvia) On an axiomatic definition of the determinant
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14.55-15.15 |
Coffee
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15.15-15.40 |
Laur Tooming (University of Tartu, Estonia) The constraint satisfaction problem and universal algebra
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15.40-16.05 |
Kalle Kaarli (University of Tartu, Estonia) Categorical invariants of finite minimal majority algebras
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16.05-19.00 |
Dinner time
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19.00-23.00 |
Social event - sauna
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SUNDAY May 1
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8.00-9.00 |
Breakfast time
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9.00-9.50 |
Peeter Puusemp, Jr. (University of Tartu, Estonia) Unary polynomial functions on a class of finite groups
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9.50-10.15 |
Oleg Košik (University of Tartu, Estonia) Categorical equivalence of finite semilattices
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10.15- |
Final discussions and closing
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