Book Image

Hands-On Machine Learning with scikit-learn and Scientific Python Toolkits

By : Tarek Amr
Book Image

Hands-On Machine Learning with scikit-learn and Scientific Python Toolkits

By: Tarek Amr

Overview of this book

Machine learning is applied everywhere, from business to research and academia, while scikit-learn is a versatile library that is popular among machine learning practitioners. This book serves as a practical guide for anyone looking to provide hands-on machine learning solutions with scikit-learn and Python toolkits. The book begins with an explanation of machine learning concepts and fundamentals, and strikes a balance between theoretical concepts and their applications. Each chapter covers a different set of algorithms, and shows you how to use them to solve real-life problems. You’ll also learn about various key supervised and unsupervised machine learning algorithms using practical examples. Whether it is an instance-based learning algorithm, Bayesian estimation, a deep neural network, a tree-based ensemble, or a recommendation system, you’ll gain a thorough understanding of its theory and learn when to apply it. As you advance, you’ll learn how to deal with unlabeled data and when to use different clustering and anomaly detection algorithms. By the end of this machine learning book, you’ll have learned how to take a data-driven approach to provide end-to-end machine learning solutions. You’ll also have discovered how to formulate the problem at hand, prepare required data, and evaluate and deploy models in production.
Table of Contents (18 chapters)
1
Section 1: Supervised Learning
8
Section 2: Advanced Supervised Learning
13
Section 3: Unsupervised Learning and More

Calculating the precision at k

In the example of the viral infection from the previous section, your quarantine capacity may be limited to, say, 500 patients. In such a case, you would want as many positive cases to be in the top 500 patients according to their predicted probabilities. In other words, we do not care much about the model's overall precision, since we only care about its precision for the top k samples.

We can calculate the precision for the top k samples using the following code:

def precision_at_k_score(y_true, y_pred_proba, k=1000, pos_label=1):
topk = [
y_true_ == pos_label
for y_true_, y_pred_proba_
in sorted(
zip(y_true, y_pred_proba),
key=lambda y: y[1],
reverse=True
)[:k]
]
return sum(topk) / len(topk)

If you are not a big fan of the functional programming paradigm, then let me explain the code to you in detail. The zip() method combines the two lists and...