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Transactions SES

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Michael Rost, Ulrich Krause Transactions of the VSB - Technical University of Ostrava, Safety Engineering Series 2014, Volume 9, Issue 1, Pages 10-15 Doi: 10.2478/tvsbses

HIGH PERFORMANCE COMPUTING IN SCIENCE AND ENGINEERING - IT4Innovations

https://www.it4i.cz/en/events/event-archive/high-performance-computing-in-science-and-engineering1

ENGINEERING Date:20.5.2024, 12:00 – 23.5.2024, 14:00 The HPCSE 2024 conference is organized by IT4Innovations National Supercomputing Center. Our aim is

Transactions CES

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University of Ostrava, Civil Engineering Series 2012, Volume 12, Issue 1, Pages 44-52 Doi: 10.2478/v10160-012-0009-3 The paper deals with a comparison of numerical

Transactions CES

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Engineering Series 2009, Volume 9, Issue 1, Pages 195-204 Doi: Not indexed There was a need assessment of activity of slope failures and slope stability of the slide

Transactions CES

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of Ostrava, Civil Engineering Series 2010, Volume 10, Issue 1, Pages 107-114 Doi: 10.2478/v10160-010-0013-4 For majority of materials the stress-strain relation

Transactions CES

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University of Ostrava, Civil Engineering Series 2010, Volume 10, Issue 1, Pages 79-89 Doi: 10.2478/v10160-010-0010-7 The development of Direct Optimized Probabilistic

Transactions CES

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2017, Volume 17, Issue 1, Pages 45-50 Doi: 10.1515/tvsb-2017-0006 The paper deals with discussion of optimization problem in civil engineering structural space design.

Anot0110.htm

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GIS Ostrava 2008 - Annotation of paper No. 110 GIS OSTRAVA 2008 V�B - TU OSTRAVA, 27. - 30. 1. 2008 Abstract of paper No. 110 Title: TVORBA Z�PLAVOV�CH M�P PRE POVODIE

ERIES_plakatek_A3.pdf

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Among other things Journal on Efficiency and Responsibility in Education and Science also publishes extended versions of conference papers. What to do? 1. Extend

Activity – Marcin Knapinski – Nanoteam

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Activity – Marcin Knapinski – Nanoteam Activity Marcin Knapinski posted an update 9 years, 1 month ago Laboratory of modern research of functional materials including

About department and organizing team - Ekonomická fakulta - VŠB-TUO

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Economic Relations successfully follows up on the functioning of the Department of European Integration, which was established on 1 April 2004 on the eve of the

Programme - EduDocs VSB-TUO

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Protection in Industrial Environment Information for applicants The doctoral degree programme Environmental Protection in Industry is a modern interdisciplinary

TCH_priklady.pdf

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6 2 226,255 5 0 0 0 3 226,258 8 -3 9 -24 4 226,257 7 -2 4 -14 5 226,253 3 +2 4 +6 [ ] 25=δ [ ] 0=v [ ] 26=vv [ ] 26−=δv 1

Energetika a životní prostředí 2022 - Výzkumné energetické centrum - CEET VŠB-TUO

https://ceet.vsb.cz/vec/cs/vyzkum-a-vyvoj/energetika-a-zivotni-prostredi-2022-/energetika-a-zivotni-prostredi-2022

energetiky (FS, VŠB-TUO) uspořádali pod záštitou Ing. Jakuba Unucky, Ph.D., MBA, 1. náměstka hejtmana Moravskoslezského kraje mezinárodní odbornou konferenci s názvem

Open Access – 4. stránka – BLOG

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Jak se dostat k otevřenému obsahu? Open access to research is inevitable, says Nature editor-in-chief Public Library of Science (PLOS) Converting the Literature

Podminky-prijeti-ke-studiu-Bc-na-HGF-2026_2027_EN-copy.pdf

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1 The Rules for Admission Procedure and Conditions for Admission to the Bachelor Study in English language at the Faculty of Mining and Geology at VSB - Technical

Research groups - Fakulta elektrotechniky a informatiky - VŠB-TUO

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Robotics Lab Nanorobotics Nanorobotics, which is the intersection of nanotechnology and robotics, promises a future in which small machines with unprecedented abilities

Research groups - Fakulta elektrotechniky a informatiky - VŠB-TUO

https://www.fei.vsb.cz/en/research/research-groups/?id=33&lang=en

Robotics Lab Nanorobotics Nanorobotics, which is the intersection of nanotechnology and robotics, promises a future in which small machines with unprecedented abilities

tses_article164a159.pdf?aid=164

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LEXOW1 1 BAM Bundesanstalt für Materialforschung und -prüfung, Berlin, Germany, juergen.lexow@bam.de Abstract: An overview is provided

kapitola_3_4.pdf

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plátků (komolých kuželů): 1 1 2 ( ) n n i i i i S S fπ ξ = = ≈ ∆ = ∆∑ ∑ is > . Čím bude dělení intervalu

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