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Welcome to Dr. Holz's Advanced Lecture on Machine Learning Classification! 🎉
📚 What You’ll Learn in This Lecture:
🔍 Class Imbalance in Binary Classification: Understand the impact of imbalance, learn key metrics, and explore resampling, class weights, and cost-sensitive techniques to handle imbalanced data effectively.
🗂️ Overview of Multiclass and Multilabel Classification: Get a comprehensive understanding of handling multiple and simultaneous classes, with a focus on appropriate evaluation metrics like Hamming Loss, Macro F1, and Label Ranking Average Precision (LRAP).
📏 Ordinal Classification Essentials: Discover how to work with ordered classes and the importance of using specialized techniques and metrics, including Ordinal Logistic Regression, Mean Absolute Error (MAE), and Quadratic Weighted Kappa (QWK).
💻💻 Tools: Python, Scikit-Learn, Google Colab
✏️ Timestamps:
0:00:00 Introduction
0:01:43 Agenda
0:02:32 Introduction to Imbalanced Classification
0:03:10 Imbalanced Classification Evaluation Metrics
0:03:50 ROC Curve
0:05:40 PR Curve
0:07:44 Oversampling and Undersampling
0:09:09 SMOTE
0:11:09 Cost-Sensitive Learning
0:13:54 [Coding] Imbalanced Binary Classification
0:23:24 Introduction to Multiclass and Multilabel Classification
0:24:50 Multiclass Classification
0:29:56 [Coding] Multiclass Classification with Logistic Regression using One-vs-Rest and One-vs-One Strategies
0:37:28 Multilabel Classification
0:49:04 [Coding] Multilabel Classification with Logistic Regression and Evaluation Metrics
0:55:24 Ordinal Classification and Ranking
0:58:06 [Coding] Ordinal Classification with Ordinal Logistic Regression
1:04:20 Key Takeaways
1:06:17 Thank you
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#machinelearning #Classification #ClassImbalance #Multiclass #Multilabel #OrdinalClassification #Python #MLTutorials
P.S.: Known bugs:
1.
25:46 - Small error on the slide: It should say Model 3: Lemon vs. Pineapple, with a proper illustration showing only lemons and pineapples clearly divided.
2.
26:59 - There is a typo in the Recall formula on slides 22 and 23. It should be TP/(TP + FN).