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https://www.fei.vsb.cz/cs-old/veda-a-vyzkum/projekty-granty/studentska-grantova-soutez/studentska-grantova-soutez-predchozi-roky/?projectDetailId=57505875
Rozpočet projektu - uznané náklady Návrh Skutečnost 1. Osobní náklady Z toho 26 800,- 26 800,- 1.1. Mzdy (včetně pohyblivých složek)
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Rozpočet projektu - uznané náklady Návrh Skutečnost 1. Osobní náklady Z toho 26 800,- 26 800,- 1.1. Mzdy (včetně pohyblivých složek)
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Contact us - Centre of Excellence for Safety Research FSE VSB-TUO Skip to main content Contact us Ing. Vojtěch Jankůj, Ph.D. Project Coordinator vojtech.jankuj@vsb.cz
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Workshop Školení EOSC CZ (květen 2026) Jak zavést nové technologie a AI do praxe? Prepare your team for effective data management (plans) Czexpats in Science Letní
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Admission requirements and application procedure Searching Application documents Application deadlines Before arrival Accommodation Study Alumni Research Media Partnership University VSB - Technical
https://gisak.vsb.cz/GIS_Ostrava/GIS_Ova_2006/EN/Authors/authors.htm
A methodology for the proposal and the implementation of a public metainformation system Instructions to authors
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Czech language courses One-year preparatory course - course registration - information for applicants Course for level B1 Course
https://www.it4i.cz/en/welcome-to-the-national-competence-centre-in-hpc
6. 9. 2023] Unlock the secrets of supercomputers at the Science Fair in Prague National Competence Centre in HPC part of ISC 2023 TREX Workshop: Code Tuning for
https://homel.vsb.cz/~luk76/publications/MathComputSimul21.pdf
The problem now reads as follows: Find ξ ∈ C, |ξ| = 1, and û : Ωh → C3 such that −ω2ρ û(x)− (λ+ µ)∇ div û(x)− µ△ û(x) = 0, x ∈ Ωh, ξû(x)− û(x1 + h, x2, x3) = 0, x ∈ Γh Q, ξσ̂(x) · n(x) + σ̂(x1 + h, x2, x3) · n(x1 + h, x2, x3) = 0, x ∈ Γh Q, û(x)− û(x1, x2 + h, x3) = 0,
https://mdg.vsb.cz/portal/m2/kapitoly/kapitola_3_4.pdf
Vypočtěte obsah rotační plochy, která vznikne rotací dané křivky kolem osy : a) x 3 2 2; 3 3 y x x= − ≤ ≤ b) 2 2 ; 0 2 x x y e e x − = + ≤ ≤ c) d) 2 4 ; 0 3y x
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Given a reward function r : xt 7→ r(xt) ∈ R, the goal is to find a policy π : x 7→ π(x) that maximizes the expected reward up to time horizon T , when choosing ut := π(xt)
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Osobní náklady Z toho 34 840,- 34 840,- 1.1. Mzdy (včetně pohyblivých složek) 26 000,- 26 000,- 1.2. Odvody pojistného na veřejné zdravotně
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Also, task of 6 DOF control of each leg was reduced to 4 DOF: motors of ankle adapt to currently calculated angle of motors of the hips, so algorithm tries to save parallelism of the robot’s
http://homel.vsb.cz/~leh061/eap2/eap2_05.pdf
Boards with incised edges 0=w 0=w 0; 2 2 2 2 = y w x w 0 2 2 ,1,,1 2 , 2 = +− = −+ x www x
https://tses.vsb.cz/Home/tses_article1876e0a.pdf?aid=187
DOI 10.2478/tvsbses-2014-0003 . . Fig. 2 The square and rectangular prism samples dimensions for different orientation. The cross symbols denote the thermocouples
https://www.it4i.cz/file/4c2e6661806d898ecbad0c252f361585/3540/THE-VSB-IT4Innovations%20article.pdf
If you want to digitalise industry, you need HPC.” To find out more, visit www.it4i.cz/en Processing power The Salomon supercomputer at IT4Innovations
https://www.fmt.vsb.cz/651/cs/veda/publikace/?formId=57
On methods for determing the specific heat capacity of steels. In: METAL 2021 : conference proceedings : 30th Anniversary International Conference on Metallurgy
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Proceedings of Abstract Conference Proceedings Poster Fakulta materiálově-technologická VŠB - Technická univerzita Ostrava Abstract Proceedings Web of Science Scopus max. dvakrát Proceedings
https://www.ekf.vsb.cz/export/sites/ekf/cs/.content/galerie-souboru/SAEI/ukazky/SAEI_VOL25_ukazka.pdf
The pre-requisite is that there are no perfect substitutes between assets in particular class of asset. For instance, the arbitrageur buys shares A and, at the same time, sells shares B, which are a substitute for shares A. The arbitrageur is aware of the possible downside risk
https://www.fs.vsb.cz/346/en/conferences/scff/2024/venue/
Venue Searching Faculty of Mechanical Engineering VSB - Technical University of Ostrava Ostrava, Czech Republic The conference is organized online for virtual participation and on the VSB-TUO campus