
goals
by Zpankz
MCP Skillset - Claude Code skills, references, and knowledge base
SKILL.md
name: goals description: Optimize prompts via process goals (controllable behavioral instructions) rather than outcome goals (sparse end-result demands). Grounded in sports psychology meta-analysis showing process goals (d=1.36) vastly outperform outcome goals (d=0.09). Use when designing prompts, optimizing LLM steering, implementing CoT/decomposition patterns, or building automatic prompt optimization pipelines. Instantiates surrogate loss paradigm for discrete prompt space.
Process Goals in Prompt Optimization
Core Principle
Process goals (controllable intermediate actions) provide dense feedback signals; outcome goals (end-result demands) provide sparse, delayed feedback. This asymmetry explains why behavioral prompting dominates direct output demands.
Mechanism: Dense intermediate supervision → stable gradients → reliable optimization
Failure mode: Sparse outcome signal → high variance → reward hacking / hallucination
Goal Typology
| Type | Effect Size | Prompt Analog | Signal Density | Failure Mode |
|---|---|---|---|---|
| Outcome | d=0.09 | "Give the correct answer" | Sparse | Hallucination, reward hacking |
| Performance | d=0.44 | "Achieve high accuracy" | Proxy | Goodhart's Law misalignment |
| Process | d=1.36 | "Think step-by-step" | Dense | Over-specification (rare) |
λ-Instantiations
Chain-of-Thought (CoT)
# Outcome (weak): "What is 247 × 38?"
# Process (strong):
prompt = """
Solve 247 × 38.
Think step-by-step:
1. Break into partial products
2. Show each multiplication
3. Sum the results
4. State final answer
"""
Mechanism: Mandates controllable decomposition → self-supervision at each step → error detection before propagation.
Variants: Zero-shot CoT ("Let's think step by step"), Auto-CoT (automated exemplar generation), Faithful CoT (enforced structure).
Decomposition & Sub-Goals
# Tree-of-Thoughts pattern
decompose = """
Generate 3 possible approaches to this problem.
For each approach:
- State the sub-goals required
- Identify potential failure points
- Estimate confidence
Select the approach with highest expected success.
"""
# ReAct pattern
react = """
Thought: [Analyze current state]
Action: [Select tool/operation]
Observation: [Record result]
... repeat until solved ...
"""
Mechanism: Explicit sub-goal enumeration → local optimization per sub-problem → composition into global solution.
Auxiliary Tasks
# Direct (weak): "Write a function to sort this list"
# With auxiliary (strong):
aux_prompt = """
Before writing the function:
1. State the input/output types
2. Identify edge cases (empty, single element, duplicates)
3. Choose algorithm and justify complexity
4. Write the function
5. Trace execution on a small example
"""
Mechanism: Forces deeper processing via intermediate outputs → surfaces implicit assumptions → catches errors early.
Structured Output Constraints
# Unstructured (weak): "Analyze this data"
# Structured (strong):
structured = """
Analyze the data. Output as:
## Summary Statistics
[numerical summary]
## Key Findings
1. [finding with evidence]
2. [finding with evidence]
## Confidence Assessment
- High confidence: [claims]
- Uncertain: [claims requiring verification]
"""
Mechanism: Format constraints → consistent reasoning patterns → verifiable outputs.
Automatic Optimization Paradigm
Why Process Goals Emerge
Search space: discrete prompt tokens
Objective: maximize downstream performance
Challenge: non-differentiable, combinatorial
Solution: Search for PROCESS INSTRUCTIONS
→ Dense intermediate feedback enables gradient estimation
→ Behavioral prompts transfer across tasks
→ Compositional structure reduces search dimensionality
Optimization Methods
| Method | Mechanism | Process Goal Discovery |
|---|---|---|
| APE | LLM generates candidates, scores on held-out | Discovers zero-shot CoT variants |
| OPRO | Meta-prompt + performance trajectory | Evolves process instructions iteratively |
| TextGrad | Gradient through text feedback | Optimizes behavioral descriptions |
| DEEVO | Multi-agent debate | Converges on robust process formulations |
DSPy Integration
import dspy
class ProcessOptimizedModule(dspy.Module):
"""Process goals as learnable signatures."""
def __init__(self):
# Process-oriented signatures
self.decompose = dspy.ChainOfThought("problem -> subgoals, approach")
self.execute = dspy.ReAct("subgoals, context -> intermediate_results")
self.synthesize = dspy.Predict("intermediate_results -> final_answer")
def forward(self, problem):
# Explicit process steps
plan = self.decompose(problem=problem)
results = self.execute(subgoals=plan.subgoals, context=plan.approach)
return self.synthesize(intermediate_results=results)
# Optimizer learns to refine process instructions
optimizer = dspy.MIPROv2(metric=task_metric, num_threads=4)
optimized = optimizer.compile(ProcessOptimizedModule(), trainset=examples)
Implementation Patterns
Pattern 1: Process Scaffolding
def scaffold_prompt(task: str, domain: str) -> str:
"""Wrap any task in process scaffolding."""
return f"""
Task: {task}
Before responding:
1. Identify the key requirements
2. Consider potential approaches
3. Select approach and justify
4. Execute step-by-step
5. Verify output meets requirements
Domain context: {domain}
"""
Pattern 2: Progressive Disclosure
def progressive_process(complexity: int) -> str:
"""Scale process detail to task complexity."""
if complexity < 2: # Trivial
return "" # No scaffolding needed
elif complexity < 4: # Simple
return "Think through this step by step."
elif complexity < 8: # Moderate
return """
Break this into steps:
1. Understand the problem
2. Plan your approach
3. Execute and verify
"""
else: # Complex
return """
Use systematic analysis:
## Problem Decomposition
- Core requirements:
- Constraints:
- Success criteria:
## Approach Selection
- Option A: [describe] - Pros/Cons
- Option B: [describe] - Pros/Cons
- Selected: [justify]
## Execution Trace
[step-by-step with intermediate validation]
## Verification
- Requirements met: [checklist]
- Confidence: [with justification]
"""
Pattern 3: Self-Critique Integration
critique_process = """
After your initial response:
CRITIQUE:
- What assumptions did I make?
- Where might I be wrong?
- What would a skeptic object to?
REVISION:
- Address each critique
- Strengthen weak points
- Explicitly note remaining uncertainty
"""
Empirical Calibration
| Benchmark | Outcome Prompt | Process Prompt | Δ Relative |
|---|---|---|---|
| GSM8K | 45% | 68% | +51% |
| Big-Bench Hard | 38% | 57% | +50% |
| MMLU (hard) | 52% | 61% | +17% |
| Coding (HumanEval) | 64% | 78% | +22% |
Efficiency: Process prompting often reduces total tokens via early error detection and structured reasoning.
Risk Mitigation
| Risk | Mechanism | Mitigation |
|---|---|---|
| Over-specification | Rigid process constrains valid alternatives | Use minimal scaffolding for simple tasks |
| Process drift | Steps followed without achieving goal | Include explicit goal-checking at each step |
| Verbosity | Excessive intermediate output | Compress after verification, emit summary |
| False confidence | Structured output mimics rigor | Require explicit uncertainty quantification |
Integration with Holonic Architecture
# Process goals as λ-transforms in skill composition
process_transform = {
"ρ.parse": "Decompose input into components",
"ρ.branch": "Generate alternative approaches",
"ρ.reduce": "Select optimal path with justification",
"ρ.ground": "Execute with intermediate verification",
"ρ.emit": "Synthesize with confidence bounds"
}
# Validation: process goal adherence
def validate_process(response: str, expected_steps: List[str]) -> bool:
"""Verify process scaffolding was followed."""
return all(
step_marker in response
for step_marker in expected_steps
)
Quick Reference
ALWAYS: Behavioral instructions > outcome demands
SCALE: Process detail ∝ task complexity
VERIFY: Include self-check at each process step
OPTIMIZE: Use APE/OPRO to discover domain-specific process formulations
CoT: "Think step by step" → d=1.36 equivalent
Decomposition: Sub-goals + local optimization
Auxiliary: Intermediate outputs force deep processing
Structure: Format constraints enable verification
Score
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