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simulations_random_walks_codes
7 Occurrences trouvées, Dernière modification :
# randint : return a random integer number between 2 values (including limits) print(randint(0... # append to the list a random (integer) number between 0 and 99 # print rval # uncomment just to see... /(no_particles+1) # y initial separation between balls print(dy) ball_list = [] for i in range(n... (no_particles+1) # y initial separation between balls print(dy) ball_list = [] for i in range(n
paradoxe_anniversaires
3 Occurrences trouvées, Dernière modification :
re a birthday. With 50 people, it's a 97% chance. We could make many other fun examples to illustrate ... ard from a deck of 52 cards. Put it back, shuffle well, and choose another. Do this for only 9 draws, ... r every person in Chicago, or 10 for each mile between the earth and the moon. How many hands would yo
thermodynamique_statistique-exercices
3 Occurrences trouvées, Dernière modification :
lled particles in directed random environments]] (we also carried out simulations of motion on...) - r... ocesses: Principles and Applications]] Charles J. Weiss, Journal of Chemical Education 2017 94 (12), 1... 5: Randomness & Random Number Generation]] Darío Weitz, Towards data science, 18/10/2022 (et référenc
gaz_imparfait
2 Occurrences trouvées, Dernière modification :
w.matdl.org/matdlwiki/index.php/softmatter:Square-Well_Potential|Puits carré]] (square well) * ... * Pour chacun de ces potentiels, effectuer ces ca
plus_ca_rate_plus_on_a_de_chance_que_ca_marche
2 Occurrences trouvées, Dernière modification :
lancer_pieces
1 Occurrences trouvées, Dernière modification :
HX7Q/?utm_source=ig_embed]] * fake : [[https://hoaxeye.com/2019/02/24/somewhat-flawed-galton-box/]]
photons
1 Occurrences trouvées, Dernière modification :
kipedia.org/wiki/Planck%27s_law#Correspondence_between_spectral_variable_forms]] ===== Maximum de la
rappels-proba-stat
1 Occurrences trouvées, Dernière modification :
sigma$. ===== Références ===== * [[http://nbviewer.jupyter.org/url/norvig.com/ipython/Probability.i
simulations_random_walks
1 Occurrences trouvées, Dernière modification :
e-notes/lec01.pdf]] * [[http://pi3.sites.sheffield.ac.uk/tutorials/week-9]] : programmes analogues