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https://akce.fs.vsb.cz/2007/asr2007/Proceedings/papers/177.pdf
The test criterion in the EWMA chart Yk is defined as follows: )(f.)1(.Y.)1(y j k 1j jk 0 k k x∑ = −−+−= λλλ for j = 1,2,...,k and for 0 < < 1, λ (1) where f(
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filename=demo_default https://www.w3schools.com/python/trypython.asp?filename=demo_default Příklad 1 x = 0.01 if x > 0: print("cislo je kladne") elif
https://homel.vsb.cz/~bro12/data/zsm/p4-2023.pdf
15 Lomený nosnı́k – přı́klad 3 (6) Normálové sı́ly: 3 kN 1 m 2 m 4 m e c d b 2 kN/m Q = 8 kN 2 m a 1 m 3 kN 5.5 kN 2.5 kN e c d b −2.5 −5.5 −5.5−2.5 0 N 16 Lomený nosnı́k – přı́klad 3 (7)
http://kat354nas3.vsb.cz/icra2018/media/files/1840.pdf
For N = 3, even after x, z moved once, all three robots may again be collinear (Fig. 3.c). Suppose y is the robot between x
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1] Litschmannová, M., 2011, Vybrané kapitoly z pravděpodobnosti, VŠB-TU Ostrava, multimediální výukový materiál vyhotoveny v rámci projektu projektu „Matematika pro inženýry 21. století -inovace
https://homel.vsb.cz/~luk76/Teaching/LA1/Prednasky/3.pdf
Inverzńı matice Výpočet Gauss–Jordanovou metodou — složitost O(n4) Je-li A ∈ R n×n regulárńı, pak plat́ı A−1 ·A = A ·A−1 = In. Hledáme matici X := (xs 1,x s 2, . . . ,x s n) ∈ R n×n tak, že A ·X =A · (xs 1,x s 2, . . . ,
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