All seminars
All seminars
| Date | Department | Speaker | Affiliation | Presentation title |
|---|---|---|---|---|
| 5.10.2021, Tue 11:00 | Department of soft matter theory | Marta Hvozd | ICMP |
Phase behavior of associative fluids in disordered polydisperse porous media |
| 30.09.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Olena Basalkevych | Danylo Halytsky Lviv National Medical University |
Modelling of the thesaurus of qualitative adjectives in Older Scots |
| 28.09.2021, Tue 16:00 | Quantum statistics | Taras Hutak | ICMP |
Thermodynamics of frustrated quantum spin systems |
| 23.09.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Tuan Minh Pham | Medical University of Vienna, Austria |
The effect of social balance and homophily on social fragmentation |
| 16.09.2021, Thu 15:00 | Laboratory for statistical physics of complex systems | Mariana Krasnytska | ICMP |
Partition function zeros for the Ising model with variable spin strengths |
| 9.09.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Reinhard Folk | Institute for Theoretical Physics, University Linz, Austria |
Walter Schottky’s step to the Ising model |
| 2.09.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Yulian Honchar | ICMP |
Finite-size scaling above the upper critical dimension: Monte-Carlo simulations |
| 2.07.2021, Fri 11:00 | Department of soft matter theory | Volodymyr Fedyniak and Oleksandr Sobkovych | Faculty of Applied Sciences of the Ukrainian Catholic University |
Application of modern software to problems of computational fluid dynamics |
| 24.06.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Maxym Dudka | ICMP |
Superionic liquids in slit nanopores: Bethe-lattice approximation |
| 17.06.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Taras Patsahan | ICMP |
Modeling the processes of the infection spreading taking into account the spatial heterogeneity and mobility of the population (the series "Epidemiology for complex systems") |
| 10.06.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Yulian Honchar | ICMP |
Scaling above upper critical dimension and dangerous irrelevant variables |
| 10.06.2021, Thu 11:00 | ICMP | M. Shpot | ICMP |
Critical behavior of spatially inhomogeneous systems |
| 7.06.2021, Mon 11:00 | Department of soft matter theory | Vadym Borysiuk | Sumy State University |
Molecular dynamic study of the mechanical properties of Tin+ 1Cn (MXenes) |
| 3.06.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Oksana Dobush | ICMP |
Phase behavior of a cell fluid model with Curie-Weiss interaction |
| 27.05.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Andrij Rovenchak | Ivan Franko National University of Lviv |
Distributions of nucleotide sequences in mtDNA and viral RNA (the series "Epidemiology for complex systems") |
| 6.05.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Pawel Jakubczyk | Institute of Theoretical Physics, Faculty of Physics, University of Warsaw |
Casimir forces for the perfect and imperfect Bose gases in anisotropic optical lattices |
| 29.04.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Yana Muliarska, Yaroslav Morozevych, Andrii Turko | Ukrainian Catholic University |
Investigation of the vaccination impact on the course of the COVID-19 pandemic using the cellular-automata method on the networks |
| 26.04.2021, Mon 16:00 | Department of soft matter theory | Taras Hvozd | ICMP |
Structural properties and phase behavior of a model of immunoglobulins in a disordered porous medium |
| 22.04.2021, Thu 15:30 | Laboratory for statistical physics of complex systems | Andrzej Chlebicki | Institute of Theoretical Physics, Faculty of Physics, University of Warsaw |
Analyticity of critical exponents of the O(N) models from nonperturbative renormalization |
| 22.04.2021, Thu 11:00 | ICMP | Stetsiv Roman | ICMP |
One-particle spectral densities and phase diagrams of one-dimensional proton conductors |