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Explain why decreasing model size should be used cautiously as a remedy for high variance.
Question: Write a concise analytical response comparing decreasing model size with adding regularization when computational cost is not the concern.
Sample answer: Decreasing the number of neurons or layers can reduce variance, but it should be used cautiously and is not the recommended remedy. When computational cost is not the concern, adding regularization is generally preferable because it usually gives better classification performance. Regularization reduces variance, although it can increase bias.
Key points:
- Decreasing model size can reduce variance.
- The source recommends using model-size reduction with caution.
- Regularization usually gives better classification performance.
- Regularization is preferred when computational cost is not the concern.
- Regularization can reduce variance while increasing bias.
Rubric: A strong response explains that a smaller model can reduce variance, notes the source's caution, identifies regularization as the preferred option when computational cost is not a concern, and mentions the variance-bias tradeoff.
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References
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
Machine Learning Yearning (Deeplearning.ai)
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Machine Learning
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Supervised Learning
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Data Science
Machine Learning Strategy
Machine Learning Yearning @ DeepLearning.AI
Related
Adding Regularization to Reduce Variance
Early Stopping to Reduce Variance
Feature Selection for Variance Reduction
Decreasing Model Size as a Variance Remedy
Which technique is described as the simplest and most reliable way to address high variance?
Adding regularization can reduce variance while increasing bias.
Stopping gradient descent early based on _____ error can reduce variance.
Match each variance-reduction technique with its defining consideration.
Order the reasoning process for choosing a remedy for a high-variance algorithm.
Explain why decreasing model size should be used cautiously as a remedy for high variance.
Choose a variance remedy when model computation is not a constraint.
How can error analysis guide changes to input features when addressing variance?
Which action correctly applies early stopping to a high-variance learning algorithm?
Feature selection is guaranteed to reduce variance without affecting bias.