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bude per rollam Program Vědecké rady 26. 9. 2023 (Němčice u Kolína od 15:00) Vědecká rada 12. 7. 2023 se neschází, hlasování bude per rollam Program Vědecké rady
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Popularization Consultations in Writing Support Centre and Coaching in PhD Academy The Writing Support Centre and PhD Academy are also here for you in the summer. 26.
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doors and invites all children and adults to enjoy tours, games, lectures and, most importantly, SUPERfun. SUPERgifts are also waiting for the clever ones. Come and visit
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of study at a partner foreign university. During the university studies there is a possibility to visit Spain, France, Great Britain, Norway and many others. We
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with Applications to Frequency Assignment in Cellular Networks. SIAM J. Comput., 33(1):94–136, jan 2003. Z. Abel, V. Alvarez, E. D. Demaine, S. P. Fekete, A. Gour,
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about our campus sustainability efforts, visit the Campus in numbers page. 6.2.2. Volume of water used in the university The total volume of water consumed at the
https://bloguk.vsb.cz/open-access-week-na-masarykove-univerzite
25. 10. 2021 od 10:00 – Jiří Kotouček Open Science podmínky v Horizon Europe 25. 10. 2021 od 14:00 – Jiří Marek Strategie Open Science na Masarykově univerzitě 26.
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vědců, 27. 9. 2024, VŠB-TUO Art & Science, 5. 9. 2024, VŠB-TUO Geometrie v rovině s GeoGebrou, pátek 23. 8. 2024, 9:15-12:30, VŠB-TUO GeoGebra v deskriptivní geometrii, pátek 26
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of Bialystok (JUNE 3RD - 7TH, 2024) Maximum number of participants: 26 International Cooperation Office of the University of Bialystok (PL BIALYST04) kindly invites
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EB210) Tuesday 26. 8. 1 9:00 – 12:30 Cyber Security in Communications (Lab EB210) 15:00 Excursion in Dolní Vítkovice (technical national cultural heritage) 2 9:00
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conference proceedings is issued by IEEE as the last WMNC2017. Visit WMNC2018 homepage Students, researchers and staff of Faculty are kindly invited to attend A
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Date Presenter Instituce/Institution Téma/Topic 15/10 5/11 12/11 Monetary policy of oil-exporting countries with informality: A DSGE analysis of Iraq 26/11 E-mail
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Diskrétńı Fourierova transformace, složitost O(n2) αj := n∑ k=0 fk e −2πı(j k n+1), k = 0, 1, . . . , n, kde fk := f ( 2π k n+1
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Wrap-up15:30- 17:00 17:00- 19:00 Welcome and Introduction Get-to-know each other 19:00 Welcome Reception Free evening! Christmas market visit Walk and Talk followed
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