Patterns
🍴

Fork-Join

Forks tasks into parallel subtasks and joins results when complete

Complexity: highParallelization

🎯 30-Second Overview

Pattern: Recursively decompose tasks, execute in parallel, then combine results

Why: Optimal parallelism through divide-and-conquer with dynamic load balancing

Key Insight: Task β†’ [Subtask1, Subtask2, ...] β†’ Parallel_Execute β†’ Join β†’ Result

⚑ Quick Implementation

1Decompose:Break task into independent subtasks
2Fork:Create parallel workers for each subtask
3Execute:Process subtasks concurrently with recursion
4Join:Wait for all subtasks to complete
5Combine:Aggregate results using synthesis logic
Example: large_task β†’ [subtask_A, subtask_B, subtask_C] β†’ parallel_process β†’ combine β†’ result

πŸ“‹ Do's & Don'ts

βœ…Set appropriate base case thresholds
βœ…Balance subtask granularity for optimal parallelism
βœ…Implement work-stealing for load balancing
βœ…Use thread pools to avoid creation overhead
βœ…Cache intermediate results to avoid redundancy
❌Create excessive decomposition overhead
❌Ignore load balancing across workers
❌Allow resource contention and deadlocks
❌Define inadequate base cases
❌Miss error handling in parallel branches

🚦 When to Use

Use When

  • β€’ Recursive problems with natural decomposition
  • β€’ Hierarchical data structures
  • β€’ Divide-and-conquer algorithms
  • β€’ Computational tasks with parallelizable subtasks

Avoid When

  • β€’ Strong sequential dependencies
  • β€’ Small problem sizes
  • β€’ Memory-constrained environments
  • β€’ Strict deterministic timing requirements

πŸ“Š Key Metrics

Parallel Efficiency
Speedup vs theoretical maximum
Load Balance Quality
Variance in worker execution times
Resource Utilization
CPU, memory, thread efficiency
Task Granularity Ratio
Parallelism vs coordination overhead
Recursive Depth
Decomposition pattern analysis
Fault Recovery Rate
Success rate of subtask failure handling

πŸ’‘ Top Use Cases

Tree Traversal: Recursive parallel processing β†’ explore branches β†’ combine results
Sorting Algorithms: Divide data β†’ parallel sort β†’ merge sorted segments
Matrix Operations: Split matrices β†’ parallel compute β†’ aggregate results
Search Problems: Decompose search space β†’ parallel exploration β†’ combine findings
Data Processing: Partition dataset β†’ parallel analysis β†’ synthesize insights

Pattern Relationships

Discover how Fork-Join relates to other patterns

Prerequisites, next steps, and learning progression

Prerequisites

(1)
πŸ—ΊοΈ
Map-Reduce
mediumparallelization

Foundation parallel processing pattern with chunking and aggregation

πŸ’‘ Understanding structured parallel processing helps with fork-join decomposition

Next Steps

(1)
πŸ•ΈοΈ
Stateful Graph Workflows
very-highplanning execution

Complex workflows with dependencies and state management

πŸ’‘ Natural evolution for complex parallel workflows with dependencies

Alternatives

(2)
πŸ—ΊοΈ
Map-Reduce
mediumparallelization

Structured parallel processing without recursive decomposition

πŸ’‘ Better for non-recursive problems with clear data partitioning

πŸ“‘
Scatter-Gather
mediumparallelization

Service-oriented parallel processing without recursion

πŸ’‘ Simpler approach for service-based parallel processing

Industry Applications

Financial Services

Recursive parallel analysis for complex financial computations

πŸ“ŠMulti-Criteria Decision Making

Content & Knowledge

Hierarchical parallel processing of structured knowledge

πŸ—‚οΈHierarchical Planning

Software Development

Recursive parallel processing for code analysis and optimization

πŸ’»Code Execution

References & Further Reading

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