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Comenius University, Bratislava
"Jean Monnet" University, St. Etienne
University of Pisa
Workshop on the Density Concept
Various aspects of the Density Concept with trends to Social Sciences
In honour of Prof. Tibor Salat
2004, May 16 18
Comenius University
Bratislava, Slovakia
Program
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Sunday
| 9.00 - 9.05 | Opening | | 9.05 - 9.35 | Georges Grekos | On various definitions of density. | | 9.40 - 10.10 | Vladimir Toma | Asymptotic density and social choice. | | Coffee Break | | 10.40 - 11.10 | Rita Giuliano Antonini | Regular sets and conditional densities: an extension of Benford's law. | | 11.15 - 11.45 | Ladislav Misik | Description of the boundary of the density set. | | Lunch | | 15.00 - 15.30 | Georges Grekos | Properties of the density set | | 15.35 - 16.05 | Stefan Porubsky | Density and multiplicativity structure of sets of generalized integers. | | 16.10 - 16.40 | Janos T. Toth | Densities and dispersion of block sequences. |
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Monday
| 9.00 - 9.20 | Martin Sleziak | I-continuity in topological spaces. | | 9.25 - 9.45 | Vladimir Balaz | Remarks on I-variation of sequences. | | 9.50 - 10.10 | Martin Macaj | Applications of statistical convergence and I-convergence in the theory of numbers. | | Coffee Break | | 10.40 - 11.00 | Milos Ziman | Some remarks on I-convergence of series. | | 11.05 - 11.35 | Rita Giuliano Antonini | Continuity properties of weighted densities. | | Lunch | | 15.00 - 15.30 | Oto Strauch | Densities and the uniform distribution theory | | Problem Session | |
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Tuesday
| 9.00 - 10.00 | Mark Fey | Characterizing voting rules with an infinite population. | | Coffee Break | | 10.25 - 10.45 | Pavel Kostyrko | Convergence fields of regular matrix transformations. | | 10.50 - 11.10 | Milan Pasteka | Entropy of arithmetic functions. | | 11.15 - 11.35 | Jana Tomanova | Sets of positive integers containing arithmetic progressions. | | 11.40 - 12.00 | Tomas Visnyai | Subadditive measures on N and convergence of series with positive terms. | | Lunch |
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It is propable that there will be organized some social events each day after
the scientific program.
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