We are going to show how we can estimate card probabilities by applying Monte Carlo Simulation and how we can solve them numerically in Python. The first thing that we need to do is to create a deck of 52 cards.

How to Generate a Deck of Cards

import itertools, random

## make a deck of cards
deck = list(itertools.product(['A', '2', '3', '4', '5', '6', '7', '8', '9', '10', 'J', 'Q', 'K'],['Spade','Heart','Diamond','Club']))
deck

And we get:

[('A', 'Spade'),
 ('A', 'Heart'),
 ('A', 'Diamond'),
 ('A', 'Club'),
 ('2', 'Spade'),
 ('2', 'Heart'),
 ('2', 'Diamond'),
 ('2', 'Club'),
 ('3', 'Spade'),
 ('3', 'Heart'),
 ('3', 'Diamond'),
 ('3', 'Club'),
 ('4', 'Spade'),
 ('4', 'Heart'),
 ('4', 'Diamond'),
 ('4', 'Club'),
 ('5', 'Spade'),
 ('5', 'Heart'),
...

#python #card-game #probability #monte-carlo #ai