Patterns
โšก

Test-Time Scaling(TTS)

Improving model performance through increased computation during inference rather than larger models

Complexity: highLearning and Adaptation

๐ŸŽฏ 30-Second Overview

Pattern: Allocate additional compute at inference time to improve performance through multiple attempts and verification

Why: Enables better accuracy on complex tasks, flexible compute allocation, and performance scaling without retraining

Key Insight: More inference-time compute can substitute for larger models or more training data on reasoning tasks

โšก Quick Implementation

1Generate:Create multiple reasoning paths or solutions
2Verify:Use verification model or self-consistency checks
3Rank:Score and rank solutions by quality/confidence
4Select:Choose best solution or aggregate top candidates
5Scale:Increase compute budget for better performance
Example: query โ†’ multiple_attempts โ†’ verification/ranking โ†’ best_solution + increased_compute

๐Ÿ“‹ Do's & Don'ts

โœ…Use process-based verification over outcome-only evaluation
โœ…Implement majority voting and self-consistency checks
โœ…Scale compute allocation based on problem difficulty
โœ…Use search algorithms and tree-based reasoning
โœ…Monitor latency vs accuracy trade-offs carefully
โœ…Implement early stopping for confident solutions
โŒApply uniform compute to all problems regardless of difficulty
โŒIgnore verification quality and just generate more samples
โŒUse test-time scaling without proper evaluation frameworks
โŒScale compute without considering inference cost budgets
โŒRely solely on quantity without improving reasoning quality

๐Ÿšฆ When to Use

Use When

  • โ€ข Complex reasoning tasks requiring multiple solution paths
  • โ€ข High-stakes decisions where accuracy is prioritized over speed
  • โ€ข Problems where verification is easier than generation
  • โ€ข Tasks with clear objective evaluation criteria
  • โ€ข Applications with flexible inference time budgets

Avoid When

  • โ€ข Simple tasks with straightforward solutions
  • โ€ข Real-time applications with strict latency requirements
  • โ€ข Problems without reliable verification methods
  • โ€ข Cost-sensitive applications with tight budgets
  • โ€ข Tasks where first attempt is typically sufficient

๐Ÿ“Š Key Metrics

Accuracy@K
Best performance among K attempts
Compute Efficiency
Performance gain per unit compute
Verification Accuracy
Quality of solution ranking/selection
Latency Scaling
Inference time vs compute allocation
Pass@K Rate
Success rate within K attempts
Cost-Performance Ratio
Accuracy improvement per dollar spent

๐Ÿ’ก Top Use Cases

Mathematical Reasoning: Multiple solution paths for complex proofs and problem solving
Code Generation: Generate and verify multiple implementations to find optimal solutions
Scientific Discovery: Explore multiple hypotheses and experimental designs
Strategic Planning: Evaluate multiple scenarios and decision pathways
Creative Problem Solving: Generate diverse solutions and select most promising approaches
Competitive Programming: Systematic solution exploration with verification

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