Business analytics with python
Mentor
GK

Gábor Kismihók

Beschreibung

This learning path provides a comprehensive introduction to Business Analytics using Python. It covers fundamental machine learning concepts such as supervised and unsupervised learning, regression, and classification. You will explore various algorithms including Linear Regression, Logistic Regression, Decision Trees, Random Forests, K-Means, and Density-Based Clustering. The path also delves into essential techniques like cross-validation, bootstrapping, ensemble learning (boosting and bagging), and statistical concepts such as hypothesis testing, p-value, and confidence intervals. Practical application with scikit-learn is integrated throughout the modules.

Lernziele

By the end of this learning path, you will be able to:

  • Understand and differentiate between supervised and unsupervised learning.

  • Apply regression and classification techniques using Python.

  • Implement various machine learning algorithms such as Linear Regression, Logistic Regression, Decision Trees, Random Forests, K-Means, and Density-Based Clustering.

  • Utilize essential techniques like cross-validation, bootstrapping, and ensemble learning.

  • Interpret statistical concepts including hypothesis testing, p-value, and confidence intervals.

  • Practically apply these concepts using the scikit-learn library in Python for business analytics.

20 Module

Inklusive

21.03.2026

Aktualisiert

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Benötigte Zeit (Stunde)

1. Supervised learning vs unsupervised learning
2. Regression vs Classification
3. Linear Regression
4. Linear regression with scikit
5. Logistic regression
6. Logistic regression with scikit
7. Cross validation
8. Cross validation with scikit
9. Resampling method: bootstrapping
10. Decision tree
11. Decision tree with scikit
12. Ensemble learning boosting
13. Ensemble learning bagging
14. Random forest
15. Random forest with scikit
16. K means
17. K means with scikit
18. Density based clustering
19. Hierarchical clustering
20. Hypothesis testing, p-value, confidence interval