Metrics & Evaluation - When to use which reasoning pattern
Which metric matters and WHY
Choosing the right reasoning pattern means picking the best way to solve a problem. Metrics help us see if the chosen pattern works well. For example, if the task is to classify images, accuracy and F1 score matter because we want correct and balanced results. If the task is to generate text, metrics like BLEU or ROUGE show how close the output is to human language. Understanding the goal helps pick the right metric and reasoning pattern.
Confusion matrix or equivalent visualization
Confusion Matrix Example for Classification Reasoning Pattern:
Predicted
Pos Neg
Actual Pos 85 15
Neg 10 90
- True Positives (TP): 85
- False Positives (FP): 10
- True Negatives (TN): 90
- False Negatives (FN): 15
This matrix helps calculate precision, recall, and F1 to evaluate reasoning quality.
Precision vs Recall tradeoff with examples
Different reasoning patterns balance precision and recall differently. For example:
High precision needed: Spam filter should rarely mark good emails as spam. So, use a reasoning pattern that minimizes false positives.
High recall needed: Cancer detection should find all cancer cases, even if some false alarms happen. So, use a reasoning pattern that minimizes false negatives.
Choosing reasoning depends on which error is costlier.
What "good" vs "bad" metric values look like
For reasoning patterns in classification:
Good: Precision and recall both above 0.8, F1 score near 0.85 or higher.
Bad: Precision or recall below 0.5, showing many wrong or missed results.
For generation tasks, good BLEU or ROUGE scores are closer to 1.0, bad scores near 0.
Common pitfalls in metrics
Accuracy paradox: High accuracy can be misleading if data is unbalanced.
Data leakage: Using future or test data in training inflates metrics falsely.
Overfitting: Great training metrics but poor real-world results show reasoning pattern is too tailored to training data.
Self-check question
Your model uses a reasoning pattern and shows 98% accuracy but only 12% recall on fraud cases. Is it good for production? Why or why not?
Answer: No, because it misses most fraud cases (low recall). For fraud detection, catching fraud (high recall) is more important than overall accuracy.
Key Result
Choosing the right reasoning pattern depends on the task and metric tradeoffs like precision vs recall.
Practice
(1/5)
1. Which reasoning pattern is best when you want a clear, step-by-step explanation from an AI?
easy
A. Step-by-step reasoning
B. Direct reasoning
C. Probabilistic reasoning
D. Hybrid reasoning
Solution
Step 1: Understand the purpose of step-by-step reasoning
Step-by-step reasoning breaks down problems into clear, ordered steps for easy understanding.
Step 2: Match the pattern to the task
When you want clear explanations, step-by-step is the best fit because it shows each part of the process.
Final Answer:
Step-by-step reasoning -> Option A
Quick Check:
Clear explanation = Step-by-step reasoning [OK]
Hint: Choose step-by-step for clear, detailed explanations [OK]
Common Mistakes:
Confusing direct reasoning with step-by-step
Using probabilistic reasoning for simple tasks
Thinking hybrid reasoning is always best
2. Which of the following is the correct syntax to describe direct reasoning in AI?
easy
A. AI solves problem by breaking into steps
B. AI guesses answer based on chance
C. AI gives answer immediately without steps
D. AI mixes step-by-step and guessing
Solution
Step 1: Understand direct reasoning meaning
Direct reasoning means AI gives an answer immediately without showing steps.
Step 2: Match syntax to meaning
AI gives answer immediately without steps correctly describes direct reasoning as giving an answer immediately without steps.
Final Answer:
AI gives answer immediately without steps -> Option C
Quick Check:
Direct reasoning = immediate answer [OK]
Hint: Direct reasoning means no steps, just answer [OK]
Common Mistakes:
Mixing step-by-step with direct reasoning
Thinking direct reasoning involves guessing
Confusing hybrid reasoning with direct
3. Given this code snippet simulating reasoning patterns, what will be the output?