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Agile Machine Learning with DataRobot

You're reading from   Agile Machine Learning with DataRobot Automate each step of the machine learning life cycle, from understanding problems to delivering value

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Product type Paperback
Published in Dec 2021
Publisher Packt
ISBN-13 9781801076807
Length 344 pages
Edition 1st Edition
Languages
Concepts
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Authors (2):
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Bipin Chadha Bipin Chadha
Author Profile Icon Bipin Chadha
Bipin Chadha
Sylvester Juwe Sylvester Juwe
Author Profile Icon Sylvester Juwe
Sylvester Juwe
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Toc

Table of Contents (19) Chapters Close

Preface 1. Section 1: Foundations
2. Chapter 1: What Is DataRobot and Why You Need It? FREE CHAPTER 3. Chapter 2: Machine Learning Basics 4. Chapter 3: Understanding and Defining Business Problems 5. Section 2: Full ML Life Cycle with DataRobot: Concept to Value
6. Chapter 4: Preparing Data for DataRobot 7. Chapter 5: Exploratory Data Analysis with DataRobot 8. Chapter 6: Model Building with DataRobot 9. Chapter 7: Model Understanding and Explainability 10. Chapter 8: Model Scoring and Deployment 11. Section 3: Advanced Topics
12. Chapter 9: Forecasting and Time Series Modeling 13. Chapter 10: Recommender Systems 14. Chapter 11: Working with Geospatial Data, NLP, and Image Processing 15. Chapter 12: DataRobot Python API 16. Chapter 13: Model Governance and MLOps 17. Chapter 14: Conclusion 18. Other Books You May Enjoy

Performance metrics

DataRobot offers a wide range of performance metrics for the models. You have to specify the metric you want to use to optimize the models for your project. Typically, the best metric to use is the one recommended by DataRobot. DataRobot does compute the other metrics as well once the model is built, so you can review the results of your model across multiple metrics. Please keep in mind that no metric is perfect for every situation, and you should be careful in selecting the metric for evaluating your results. Listed here are some details regarding commonly used metrics:

  • RMSE (Root Mean Squared Error): RMSE is a metric that first computes the square of errors (the difference between actual and predicted). These are then averaged over the entire dataset and then we compute a square root of that average. Given that this metric is dependent on the scale of the values, its interpretation is dependent on the problem. You cannot compare RMSE for two different...
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