Published Jun 13, 2016 in
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On Friday, 17/06/2016, 15:00 — 16:00, in Room P3.10 of Mathematics Building of the IST, will take place a seminar by Luís Castro (CIDMA, Universidade de Aveiro) with title “Wiener-Hopf plus Hankel integral operators through a reproducing kernel Hilbert space framework”.
Published May 11, 2016 in
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The International Workshop in Operator Theory, Operator Algebras and their Applications 2016 (from July 5 to July 8, 2016, at Instituto Superior Técnico, Universidade de Lisboa) consists of talks presented by invited speakers (see Abstracts updates) and by participants who wish to make a contribution (Abstract submission till May 13!).
Published May 11, 2016 in
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On Friday, 13/05/2016, 15:00 — 16:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by Alexei Karlovich (Universidade Nova de Lisboa) with title “On convolution type operator with piecewise continuous symbols on variable Lebesgue spaces”.
Published Apr 22, 2016 in
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On Friday, 22/05/2016, 15:00 — 16:00, in Room 6.2.38 of Faculty of Sciences of Universidade de Lisboa will take place a seminar by Samuel Lopes (Universidade do Porto) with title “Invariants and Hochschild cohomology of rings of differential operators in one variable”.
Published Apr 06, 2016 in
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On Monday, 11/04/2016, 14:00 — 15:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by Hans Georg Feichtinger (NuHAG, University of Vienna) with title “Banach frames and Banach Gelfand triples, with applications to time-frequency analysis”.
Published Mar 21, 2016 in
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The next International Workshop on Operator Theory and Applications (IWOTA) will be held July 18-22, 2016, in Washington University in St. Louis.
Published Mar 01, 2016 in
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On Friday, 11/03/2016, 15:00 — 16:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by Frank-Olme Speck (CEAFEL, ULisboa) with title “Paired operators in asymmetric space setting”.
Published Jan 19, 2016 in
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The International Workshop in Operator Theory, Operator Algebras and their Applications 2016, WOAT 2016, is to be held at Instituto Superior Técnico, Lisbon University, Portugal, from July 5 to July 8 of 2016.
Published Dec 21, 2015 in
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On Tuesday, 22/12/2015, 10:30 — 11:30, in Room P3.10 of Mathematics Building of the IST will take place a seminar by Yuri Karlovich (Universidad Autónoma del Estado de Morelos, México) with title “Mellin PDO’s and the Haseman boundary value problem”.
Published Nov 20, 2015 in
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On Friday, 20/11/2015, 15:00 — 16:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by
Marija Dodig (CEAFEL, ULisboa) with title
“Matrix pencils completions, combinatorics, and integer partitions”.
Published Jul 19, 2015 in
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On Tuesday, 21/07/2015, 14:30 — 15:30, in Teaching Complex at the Gambelas Campus of Universidade do Algarve will take place a seminar by Alfonso Monte-Rodríguez (Universidad de Sevilla) with title “Transfer Operator, the Hilbert Transform and the Klein-Gordon Equation”.
Published Jun 29, 2015 in
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On Tuesday, 30/06/2015, 14:00 — 15:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by Ângela Mestre (Universidade de Lisboa) with title “Counting noncrossing partitions via Catalan triangles” followed, at 15:15-16:15, by a seminar by
Yuri Karlovich (Universidad Autónoma del Estado de Morelos, Mexico) with title “C*-algebras of poly-Bergman type operators over sectors”
Published Jun 18, 2015 in
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On Tuesday, 23/06/2015, 14:00 — 15:00, in Room P3.10 of Mathematics Building of the IST will take place a seminar by
Pedro J. Freitas (FC-ULisboa) with title
“Supercaracter theories for algebra groups defined by involutions”.
Published Jun 16, 2015 in
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On 15-17 June 2015, in University of Coimbra will take place a school that consists of two courses by
Karin Erdmann and Alexander Kleshchev.
Published Jun 04, 2015 in
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On Monday, 08/06/2015, 15:00 — 16:00, in Room 6.2.38 of Faculty of Sciences of Universidade de Lisboa will take place a seminar by Mike Weiner (Pennsylvania State University) with title “Enumeration through partial Bell polynomials”. For more details see here.