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reactions affecting the microtunneling excavator. Transactions of the VŠB-TU of Ostrava. 2006, vol. LII, Mechanical series, no. 1, pp. 77-80. ISSN 1210–0471. Department of Robotics | Official
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Transactions of the VŠB-TU of Ostrava. 2003, vol. XLIX, Mechanical Series, no. 1, part 1, s. 17-22. ISSN 1210–0471. Department of Robotics | Official web | Facebook
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s. 16. ISBN 80-248-0645-2. Department of Robotics | Official web | Facebook
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the parallel manipulator. Transactions of the VŠB-TU of Ostrava. 2003, vol. XLIX, Mechanical Series, no. 1, part 1, pp. 101-104. ISBN 80–248–0239–2. Department of Robotics | Official
https://robot2.vsb.cz/publication-details/39
J. 3D data capturing service robot protoype. Sborník vědeckých prací VŠB-TU Ostrava. 2008, roč. 54, č. 1. s. 119-127. ISSN 1210-0471. Department of Robotics | Official
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ISBN 80-02-01434-0. Department of Robotics | Official web | Facebook
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Temperature Measurement of a Lining of a Casting Ladle. Transactions of the VŠB-TU of Ostrava. 2007, vol. LIII, Mechanical series, no. 1, pp. 35-40. ISSN 1210–0471. Department of Robotics |
https://robot2.vsb.cz/publication-details/271
Fakulta výrobných technológií TU Košice, 2002. s. 317-321. ISBN 80-70099-828-8. Department of Robotics | Official web | Facebook
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Department of Robotics | Official web | Facebook
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7099-826-1. Department of Robotics | Official web | Facebook
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technológií TU Košice, 2000. s. 535-536. ISBN 80-7099-524-6. Department of Robotics | Official web | Facebook
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mechanism for practical instruction in laboratory. Transactions of the VŠB-TU of Ostrava. 2004, vol. XLIX, Mechanical Series, no. 1, pp. 77-82. ISSN 1210-0471. Department of Robotics |
https://robot2.vsb.cz/publication-details/211
Practical Instruction in Laboratory. Transactions of the VŠB-TU of Ostrava. 2003, vol. XLIX, Mechanical Series, no. 1, part 1, s. 79-84. ISSN 1210 – 0471. Department of Robotics | Official
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2Dept. of Appl. Math., Faculty of Electr. Engin. and CS, VSB - TU Ostrava Problem definition argmin x f(x) s.t. x ∈ Ω argmin x 1 2xTAx − xTb s.t. l ≤ x ≤ u, where
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robots, bio-syncretic micro-robots composed of biological materials and electromechanical systems have been studied widely. The skeletal muscle is
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problems is applicable here also and leads to very tight eigenvalue bounds and hence very fast convergence such as for a Krylov subspace iterative solution method. A comparison
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the last three years, with a standard ratio of 1.0 publication per project. The overall quality of the projects submitted was high. Twenty-four projects scored more than 25 points,
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Complex Numbers Complex Numbers in Algebraic and Polar Form Powers and Roots of Complex Numbers Quadratic Equations with Complex Roots