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Artificial Intelligence with Python

You're reading from   Artificial Intelligence with Python A Comprehensive Guide to Building Intelligent Apps for Python Beginners and Developers

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Product type Paperback
Published in Jan 2017
Publisher Packt
ISBN-13 9781786464392
Length 446 pages
Edition 1st Edition
Languages
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Author (1):
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Prateek Joshi Prateek Joshi
Author Profile Icon Prateek Joshi
Prateek Joshi
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Toc

Table of Contents (17) Chapters Close

Preface 1. Introduction to Artificial Intelligence FREE CHAPTER 2. Classification and Regression Using Supervised Learning 3. Predictive Analytics with Ensemble Learning 4. Detecting Patterns with Unsupervised Learning 5. Building Recommender Systems 6. Logic Programming 7. Heuristic Search Techniques 8. Genetic Algorithms 9. Building Games With Artificial Intelligence 10. Natural Language Processing 11. Probabilistic Reasoning for Sequential Data 12. Building A Speech Recognizer 13. Object Detection and Tracking 14. Artificial Neural Networks 15. Reinforcement Learning 16. Deep Learning with Convolutional Neural Networks

Matching mathematical expressions


We encounter mathematical operations all the time. Logic programming is a very efficient way of comparing expressions and finding out unknown values. Let's see how to do that.

Create a new Python file and import the following packages:

from logpy import run, var, fact 
import logpy.assoccomm as la 

Define a couple of mathematical operations:

# Define mathematical operations 
add = 'addition' 
mul = 'multiplication' 

Both addition and multiplication are commutative operations. Let's specify that:

# Declare that these operations are commutative 
# using the facts system 
fact(la.commutative, mul) 
fact(la.commutative, add) 
fact(la.associative, mul) 
fact(la.associative, add) 

Let's define some variables:

# Define some variables 
a, b, c = var('a'), var('b'), var('c') 

Consider the following expression:

expression_orig = 3 x (-2) + (1 + 2 x 3) x (-1) 

Let's generate this expression with masked variables. The first expression would be:

  • expression1 = (1 + 2 x a) x...

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