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Jakub Konvička (UK201) - ZM, MI, MII, MIV, KG, FI, FII 26. 5. 2026 13:00 - 16:00 Základy matematiky, Matematika I,II, IV, Konstruktivní geometrie, Fyzika I, II
https://msc.vsb.cz/index.php/dagmar-dlouh-1586372400-1608033600-2-1611669600-2-1623225600-2-1641474901-1651568400-7_1666785600
Dagmar Dlouhá (FBI) - ZM, MI, MII, DG, KG 26. 10. 2022 16:00 - 17:00 Základy matematiky, Matematika I a II, Deskriptivní a Konstruktivní geometrie
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Jan Kotůlek (online) - ZM, MI, MII 26. 10. 2020 15:00 - 16:30 Základy matematiky, Matematika I,II, Pravděpodobnost a statistika Připoj se k online konzultaci
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Jakub Konvička (UK201) - ZM, MI, MII, KG, FI 26. 10. 2022 16:00 - 17:30 Základy matematiky, Matematika I,II, Konstruktivní geometrie, Fyzika I
https://www.it4i.cz/en/events/event-archive/innovation-week-2025
Innovation Week 2025 9.10.2025, 9:00 – 10.10.2025, 17:00 National Competence Center for HPC (NCK for HPC) supercomputers, quantum computing, advanced data analysis, and AI Expo meet-up point lecture “Supercomputers
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Applications of AI for Predictive Maintenance 10. 1. 2023, 8:45–17:00
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Applications of AI for Anomaly Detection 1. 3. 2023, 8:45–17:00
http://kat354nas3.vsb.cz/iros2018/media/files/2571.pdf
Also, the force density of the current experimental setup could be significantly higher if it was operated at higher pressures. A maximum observed pressure during experiments of 26 bar (
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Monika Jahodová (UK201) - ZM, MI, II, NM, KG 26. 1. 2026 8:00 - 11:00 Základy matematiky, Matematika I,II, Numerické metody, Konstruktivní geometrie
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Doplňková hodina z Deskriptivní geometrie (online) (2) 26. 11. 2020 19:00 - 20:30 Dagmar Dlouhá - Online Doplňková hodina z Deskriptivní geometrie Připoj se k doplňkové
https://www.it4i.cz/en/industry-cooperation/examples-of-cooperation/platform-for-parallel-processing-of-dna-sequences
PLATFORM FOR PARALLEL PROCESSING OF DNA SEQUENCES Partner: MOLDIMED Field: bioinformatics
http://kat354nas3.vsb.cz/iros2018/media/files/0420.pdf
Nb(i) represents the neighborhood of state i 4 νi ← ∑ j∈Nb(i) (1− θ)Pijνj + θχi; 5 µ = ν − χ; 6 for i ∈ {1, . . . . ,M} do 7 fk(µi) = 1 1+( 1 λ −1)exp(−βkµi) ; 8 return {fk(µi)}i=1,...,M ; (we drop the superscript k
https://bloguk.vsb.cz/introduction-to-open-research/
Introduction to Open Research BLOG Nejnovější příspěvky Archivy Kontakt Introduction to Open Research 26. února 2025 od 12:00 Matt Cannon, Dr. Rebecca Taylor-Grant
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Dagmar Dlouhá (online) - ZM, MI, MII, DG, KG 26. 1. 2021 16:00 - 17:00 Základy matematiky, Matematika I a II, Deskriptivní a Konstruktivní geometrie Připoj se k