drvinceknight

\begin{tikzpicture}
    \tikzstyle{state}=[minimum width=2cm, font=\boldmath];
    % First row
    \node (00) at (0,0) [state] {$(0,0)$};
    \node (01) at ($(00)+(3,0)$) [state] {$(0,1)$};
    \node (02) at ($(01)+(3,0)$) [state] {$(0,2)$};
    \node (03) at ($(02)+(3,0)$) [state] {$(0,3)$};
    \node (04) at ($(03)+(3,0)$) [state] {$(0,4)$};

    % Second row

drvinceknight

"""
A quick ceaser cipher; used to decrypt a message from a mysterious twitter account: https://twitter.com/cryptogram_app
"""
import string

alphabet = string.ascii_lowercase

def decrypt(encryption, key):
    """
    Decrypt a ceaser cypher encrypted message

drvinceknight

import difflib
usr_input = 'Rum and Juice'
drinks = ['Jargerbomb', 'Vodka', 'Rum and Coke']

def match_ratio(string):
    return difflib.SequenceMatcher(None, usr_input, string).ratio()

best_match = max(drinks, key=match_ratio)

print best_match

drvinceknight

import difflib
usr_input = 'Vodca'
drinks = ['Jargerbomb', 'Vodka', 'Rum and Coke']


best_match = max(drinks, key=lambda x: difflib.SequenceMatcher(None, usr_input, x).ratio())

print best_match

drvinceknight

phrases = ['Cats are nice', 'Dogs are awesome', 'Python is the best', 'I like doughnuts']
words_to_check = ['are', 'awesome', 'brilliant', 'cake']

# This might be your question
print 50 * "="
print 'Checking pairwise'
print 50 * '-'
for pair in zip(phrases, words_to_check):  # You don't know the zip command yet I think but look it up and this could easily be done using other tools (iterating over things)
    if pair[1] in pair[0]:

drvinceknight

"""
Quick script to run a Monte Carlo simulation of the effect of utility assumptions for a blog post about the last play in the super bowl
"""
from __future__ import division

class NashEquilibrium:
    """
    Class for the Nash Equilibrium (just something to hold data)
    """
    def __init__(self, A, B, C, D):

drvinceknight

"""
Script to analyse the rock paper scissors lizard tournament I played in class
"""
from __future__ import division
import matplotlib.pyplot as plt

def dictplot(D, f, title):
    plt.figure()
    values = [v / sum(list(D.values())) for v in list(D.values())]
    plt.bar(range(len(D)), values, align='center')

drvinceknight

\documentclass[tikz]{standalone}
\usepackage{tikz,amsmath}
\usetikzlibrary{calc}
\begin{document}
    \begin{tikzpicture}
        % First round
        % Duel 1
        \node (Sally) at (0,0) {Sally};
        \node at ($(Sally) + (0,-.5)$) [blue] {P,P,L,R,Sc};

drvinceknight

"""
Quick script and data to analyse game played in class against a random strategy

The variable 'student_data' is a list composed of lists of strategies recorded by
players in class against a computer player a series of 3 mixed strategies:

    - (.2, .8)
    - (.9, .1)
    - (1/3, 2/3)

drvinceknight

def simple_sum(a, b):
    return a + b

print simple_sum(5, 3) # You should get 8