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https://msc.vsb.cz/index.php/jaromir-stepanik-uk201-zm-mi-mii-2-1728469801-1746594901-1764156600
Jaromír Štěpáník (UK201) - ZM, MI, MII, MIII, MIV, FI, FII 26. 11. 2025 12:30 - 15:30 Základy matematiky, Matematika I,II, Matematika III, Matematika IV, Fyzika
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 11. 2024 17:45 - 19:15 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 1. 2026 15:45 - 17:15 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 10. 2022 19:30 - 21:00 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 4. 2023 17:00 - 18:30 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 2. 2026 8:00 - 11:00 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 11. 2024 9:00 - 10:30 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 9. 2024 8:30 - 10:00 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 2. 2024 8:30 - 10:00 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Jiří Krček (UK201) - ZM, MI, II, IV, PaST, NM, NM, Matlab 26. 2. 2025 8:30 - 10:00 Základy matematiky, Matematika I,II,IV (dvojný, trojný, křivkový integrál, vektorová
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Iva Bezd�kov� �l�nky v �asopisech s IF P��sp�vky ve sborn�c�ch mezin�rodn�ch konferenc� Z�v�re�n� pr�ce �l�nky v �asopisech s IF: I. Bezd�kov�, M. �tefa��k, I. Jex, Suitable bases for qunatum walks with Wigner
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By comparing vTRM(D̂RMvRM) with (26), one can conclude that D̂RMvRM = { 0 if PRM ≤ 0 −(I −Ad+T bal Ad T bal)F opt bal if PRM > 0 (31) to compensate for
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