Boofa-skiler / layers /layer_3_optimization /research_prompt_optimizer.py
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"""
RESEARCH PROMPT OPTIMIZER
Using PES (Prompt Engineering Score) based on Q-Score framework
Maps Q-Score features to prompt quality:
- G (Grounding) → Research Foundation
- C (Certainty) → Contribution Clarity
- S (Structure) → Paper Organization
- A (Applicability) → Practical Impact
- H (Coherence) → Cross-Domain Integration
- V (Generativity) → Future Research Potential
PES = 0.18×F + 0.22×C + 0.20×S + 0.18×I + 0.12×H + 0.10×G
where F=Foundation, C=Clarity, S=Structure, I=Impact, H=Harmony, G=Generativity
"""
from dataclasses import dataclass
from typing import List, Dict
import json
@dataclass
class PromptFeatures:
"""Features for scoring research prompts"""
foundation: float # F: How well-grounded in existing work (0-1)
clarity: float # C: How clear the contribution (0-1)
structure: float # S: How well-organized the output will be (0-1)
impact: float # I: Practical/theoretical impact (0-1)
harmony: float # H: Integration across domains (0-1)
generativity: float # G: Spawns future research (0-1)
class ResearchPrompt:
def __init__(self, title, prompt, features, context):
self.title = title
self.prompt = prompt
self.features = features
self.context = context
self.pes_score = self.calculate_pes()
def calculate_pes(self):
"""Calculate Prompt Engineering Score"""
weights = {
'foundation': 0.18,
'clarity': 0.22, # Highest - clear contribution is critical
'structure': 0.20,
'impact': 0.18,
'harmony': 0.12,
'generativity': 0.10
}
score = (
weights['foundation'] * self.features.foundation +
weights['clarity'] * self.features.clarity +
weights['structure'] * self.features.structure +
weights['impact'] * self.features.impact +
weights['harmony'] * self.features.harmony +
weights['generativity'] * self.features.generativity
)
return round(score, 4)
def get_calculation_breakdown(self):
"""Show PES calculation"""
return (
f"PES = 0.18×{self.features.foundation:.2f} + "
f"0.22×{self.features.clarity:.2f} + "
f"0.20×{self.features.structure:.2f} + "
f"0.18×{self.features.impact:.2f} + "
f"0.12×{self.features.harmony:.2f} + "
f"0.10×{self.features.generativity:.2f} = "
f"{self.pes_score:.4f}"
)
def design_research_prompts():
"""Design highest-quality research prompts from our work"""
prompts = []
# ========================================================================
# PROMPT 1: Computational Epistemology
# ========================================================================
prompts.append(ResearchPrompt(
title="Computational Epistemology: Realizations as Computable Knowledge Structures",
prompt="""
Write a comprehensive academic research paper on "Computational Epistemology: Realizations as Computable Knowledge Structures"
CORE THESIS:
Knowledge acquisition moments (realizations) are not ephemeral cognitive events but computable structures that can be:
1. Quantified via multi-dimensional feature vectors (G,C,S,A,H,V)
2. Scored using weighted quality functions (Q-scores)
3. Organized into hierarchical layers (0→1→2→3→N)
4. Retrieved via graph-based traversal
5. Reproduced via parent-child relationships (بنات افكار)
REQUIRED SECTIONS:
1. Abstract (200 words)
2. Introduction: The Problem of Knowledge Crystallization
3. Theoretical Framework: From Procedural to Declarative Knowledge
4. The Q-Score Formula: Mathematics of Realization Quality
5. Layer Architecture: Hierarchical Knowledge Organization
6. Generativity: بنات افكار (Daughters of Ideas) Graph Theory
7. Implementation: Realization Engine Design
8. Case Study: AI Safety Conversation Analysis (8 realizations, Q=0.8881 avg)
9. Validation: Testing & Performance Metrics
10. Discussion: Implications for AI Epistemology
11. Related Work: Distributed Systems, Caching, Memory Hierarchies
12. Future Work: Automated Extraction, Multi-Agent Crystallization
13. Conclusion
14. References (30+)
EVIDENCE TO INTEGRATE:
- Test case: 8 realizations from AI safety discussion
- Q-scores ranging 0.8246-0.9338
- 100% retrieval accuracy
- 92.9% average coherence
- Layer distribution: 0/1/6/1/0 across layers 0/1/2/3/N
- Graph depth: 7 levels, 11 parent-child relationships
- Alignment problem as highest-Q realization (0.9338)
THEORETICAL GROUNDING:
- Distributed systems: Pre-computation, caching, CDN architectures
- Cognitive science: Declarative vs procedural memory
- Epistemology: Knowledge justification, coherence theory
- Graph theory: DAGs, knowledge graphs, semantic networks
WRITING STYLE:
- Rigorous academic tone
- Mathematical precision (all formulas with derivations)
- Empirical validation (cite test results)
- Cross-disciplinary integration
TARGET VENUE: Nature Computational Science, PNAS, or top-tier AI conference
LENGTH: 8000-10000 words
""",
features=PromptFeatures(
foundation=0.95, # Grounded in systems, cognition, epistemology
clarity=0.93, # Very clear thesis: realizations are computable
structure=0.90, # Well-defined sections
impact=0.92, # High theoretical + practical impact
harmony=0.95, # Excellent cross-domain integration
generativity=0.92 # Opens multiple research directions
),
context="Theoretical foundation paper"
))
# ========================================================================
# PROMPT 2: Pre-Computation = Crystallization
# ========================================================================
prompts.append(ResearchPrompt(
title="Pre-Computation Equals Crystallization: Bridging Distributed Systems and Cognition",
prompt="""
Write a comprehensive academic research paper on "Pre-Computation Equals Crystallization: A Unified Theory of Knowledge Caching Across Systems and Minds"
CORE THESIS:
Pre-computation in distributed systems and realization crystallization in cognition are mathematically identical processes:
- Both use weighted scoring (efficiency metrics vs Q-scores)
- Both organize into layers (compile/build/deploy/runtime vs 0/1/2/3/N)
- Both have invalidation strategies (TTL/event-based vs coherence decay)
- Both optimize for reuse (cache hit rate vs retrieval frequency)
REQUIRED SECTIONS:
1. Abstract
2. Introduction: Two Worlds, One Pattern
3. Distributed Systems Pre-Computation
- CDN edge caching
- Build artifacts (compile, link, package, deploy)
- Database query results
- Static site generation
4. Cognitive Crystallization
- Procedural → declarative knowledge
- Working memory → long-term memory
- Insight moments (Aha! experiences)
5. Mathematical Isomorphism
- Scoring functions (weighted sums)
- Layer thresholds (quality-based assignment)
- Invalidation logic (staleness detection)
- Retrieval optimization (hierarchical search)
6. Unified Framework
- Generic pre-computation algorithm
- Applied to both domains
- Formal proof of equivalence
7. Empirical Validation
- CDN performance metrics
- Realization engine test results (Q=0.8881, 100% retrieval)
8. Implications
- AI systems should use pre-computation for reasoning
- Human knowledge can be modeled as cached computation
- Cross-pollination of optimization techniques
9. Related Work
10. Future Work: Hybrid Human-AI Knowledge Systems
11. Conclusion
12. References
EVIDENCE TO INTEGRATE:
- Realization engine: 8 realizations, avg Q=0.8881
- Layer thresholds: 0.95/0.92/0.85/0.75
- Retrieval: O(log n) hierarchical search, 100% accuracy
- Coherence: 92.9% average consistency
THEORETICAL GROUNDING:
- Computer architecture (cache hierarchies)
- Distributed systems (CAP theorem, eventual consistency)
- Cognitive psychology (dual process theory)
- Category theory (functorial mappings)
TARGET VENUE: Science, ACM Computing Surveys, Cognitive Science journal
LENGTH: 7000-9000 words
""",
features=PromptFeatures(
foundation=0.98, # Strong grounding in both systems + cognition
clarity=0.95, # Crystal clear: two fields, one math
structure=0.92, # Parallel structure across domains
impact=0.95, # Huge - unifies two major fields
harmony=0.98, # Perfect cross-domain integration
generativity=0.88 # Opens hybrid systems research
),
context="Cross-domain unification paper"
))
# ========================================================================
# PROMPT 3: Q-Score Measurement Framework
# ========================================================================
prompts.append(ResearchPrompt(
title="The Q-Score Framework: Measuring Realization Quality in AI Systems",
prompt="""
Write a comprehensive academic research paper on "The Q-Score Framework: A Multi-Dimensional Quality Metric for Knowledge Realizations in AI Systems"
CORE THESIS:
AI systems need a standardized metric for measuring knowledge quality. The Q-score provides:
Q = 0.18×G + 0.22×C + 0.20×S + 0.18×A + 0.12×H + 0.10×V
Where G=Grounding, C=Certainty, S=Structure, A=Applicability, H=Coherence, V=Generativity
REQUIRED SECTIONS:
1. Abstract
2. Introduction: The Knowledge Quality Problem
3. Related Work
- Precision/recall in ML
- F1-scores, AUC-ROC
- Semantic similarity metrics
- Information quality frameworks
4. The Q-Score Formula
- Six dimensions (G,C,S,A,H,V)
- Weight justification (why C=0.22 is highest)
- Mathematical properties (bounded, additive)
5. Feature Definitions
- Grounding (0.18): Factual rootedness
- Certainty (0.22): Self-certifying knowledge ("precision auto")
- Structure (0.20): Crystallization clarity
- Applicability (0.18): Actionability
- Coherence (0.12): Consistency with context
- Generativity (0.10): بنات افكار potential
6. Layer Thresholds
- Layer 0: Q≥0.95, G≥0.90 (Universal Rules)
- Layer 1: Q≥0.92 (Domain Facts)
- Layer 2: Q≥0.85 (Patterns)
- Layer 3: Q≥0.75 (Situational)
- Layer N: Q<0.75 (Ephemeral)
7. Validation Study
- AI safety conversation (8 realizations)
- Q-scores: 0.8246-0.9338 (avg 0.8881)
- Inter-rater reliability (if multiple scorers)
- Predictive validity (retrieval accuracy: 100%)
8. Comparison to Existing Metrics
- F1-score: Binary classification only
- Semantic similarity: No actionability dimension
- Citation count: Lagging indicator
- Q-score: Multi-dimensional, real-time
9. Applications
- RAG systems (rank retrieved knowledge)
- AI training (filter high-Q data)
- Knowledge bases (organize by Q-score)
10. Limitations & Future Work
11. Conclusion
12. References
EVIDENCE:
- 8 realizations scored, validated
- Highest: Alignment problem (Q=0.9338)
- Lowest: Sandboxing (Q=0.8246)
- Average coherence: 92.9%
- Retrieval accuracy: 100%
TARGET VENUE: ACM SIGKDD, NeurIPS, ICLR
LENGTH: 6000-8000 words
""",
features=PromptFeatures(
foundation=0.92, # Grounded in ML metrics, information theory
clarity=0.98, # Extremely clear: 6 features, formula, done
structure=0.95, # Standard metric paper structure
impact=0.94, # High - practical metric for AI systems
harmony=0.85, # Moderate cross-domain (mostly AI/ML)
generativity=0.90 # Opens applications in RAG, training, etc.
),
context="Practical metric/framework paper"
))
# ========================================================================
# PROMPT 4: بنات افكار (Generativity)
# ========================================================================
prompts.append(ResearchPrompt(
title="بنات افكار: Graph-Based Knowledge Propagation in Conversational AI",
prompt="""
Write a comprehensive academic research paper on "بنات افكار (Daughters of Ideas): Graph-Based Modeling of Knowledge Propagation in Multi-Turn Conversations"
CORE THESIS:
Ideas reproduce. Each realization spawns children (بنات افكار) that inherit properties from parents but gain new context. This creates knowledge graphs where:
- Nodes = Realizations (with Q-scores)
- Edges = Parent-child relationships (causality)
- Graph structure = Reasoning chains
- Convergence points = Synthesis moments
- Graph depth = Reasoning complexity
REQUIRED SECTIONS:
1. Abstract
2. Introduction: Ideas as Reproductive Structures
3. Theoretical Framework
- Memetics (Dawkins)
- Conceptual blending (Fauconnier & Turner)
- Graph theory (DAGs, citation networks)
4. The بنات افكار Model
- Parent-child relationships
- Property inheritance (coherence constraints)
- Mutation (context adaptation)
- Convergence (synthesis)
5. Graph Properties
- In-degree: How many parents (convergence)
- Out-degree: How many children (generativity)
- Depth: Reasoning chain length
- Branching factor: Idea diversity
6. Case Study: AI Safety Discussion
- 8 realizations, 11 parent-child relationships
- R1 (Emergence) → 2 children
- R7 (Synthesis) ← 4 parents (convergence)
- Max depth: 7 levels
- Graph visualization
7. Generativity Analysis
- Most generative: R1, R2 (2 children each)
- Highest Q + generativity: R2 (Q=0.9338, V=0.90)
- Correlation: Q-score vs children count
8. Applications
- Conversation quality metrics
- Idea flow visualization
- Research paper citation analysis
- Collaborative ideation tools
9. Comparison to Related Models
- Citation networks (similar structure)
- Concept maps (similar representation)
- Discourse graphs (similar analysis)
10. Limitations & Future Work
11. Conclusion
12. References
EVIDENCE:
- 11 parent-child relationships tracked
- R7 synthesis node: 4 parents converged
- Average children per realization: 1.38
- Graph depth: 7 levels
TARGET VENUE: Computational Linguistics, Cognitive Science, CHI
LENGTH: 6000-7000 words
""",
features=PromptFeatures(
foundation=0.88, # Grounded in memetics, graph theory
clarity=0.90, # Clear: ideas reproduce via graphs
structure=0.88, # Well-organized
impact=0.85, # Moderate - more theoretical
harmony=0.90, # Good cross-domain (cognition + graphs)
generativity=0.95 # Very high - opens many research paths
),
context="Generativity-focused paper"
))
# ========================================================================
# PROMPT 5: System Architecture Paper
# ========================================================================
prompts.append(ResearchPrompt(
title="Hierarchical Knowledge Architecture: From Ephemeral to Universal",
prompt="""
Write a comprehensive academic research paper on "Hierarchical Knowledge Architecture: A Five-Layer System for AI Knowledge Management"
CORE THESIS:
Knowledge should be organized in 5 layers based on quality and stability:
- Layer 0: Universal Rules (Q≥0.95, G≥0.90) - Immutable
- Layer 1: Domain Facts (Q≥0.92) - Rarely change
- Layer 2: Patterns (Q≥0.85) - Context-dependent
- Layer 3: Situational (Q≥0.75) - Temporary
- Layer N: Ephemeral (Q<0.75) - High churn
This mirrors computer architecture (L1/L2/L3 cache, RAM, disk).
REQUIRED SECTIONS:
1. Abstract
2. Introduction: The Knowledge Hierarchy Problem
3. Related Work
- Memory hierarchies (CPU cache, RAM, disk)
- Knowledge bases (ontologies, taxonomies)
- Information architecture
4. The Five-Layer Model
- Layer definitions
- Threshold justification
- Assignment algorithm
5. Layer Properties
- Access frequency (Layer 0 highest)
- Mutation rate (Layer N highest)
- Retrieval priority (hierarchical search)
- Storage efficiency (Layer 0 most compact)
6. Implementation: Realization Engine
- Data structures (hash maps per layer)
- Retrieval algorithm (O(log n))
- Promotion/demotion logic
7. Case Study Results
- Layer distribution: 0/1/6/1/0 (AI safety conversation)
- Quality by layer: L1=0.9338, L2=0.8911, L3=0.8246
- No Layer 0 (rare, as expected)
8. Performance Analysis
- Retrieval accuracy: 100%
- Average Q-score: 0.8881
- Coherence: 92.9%
9. Applications
- RAG systems (layer-aware retrieval)
- Knowledge bases (quality-based organization)
- AI training data (filter by layer)
10. Comparison to Flat Architectures
11. Future Work: Automated Layer Assignment
12. Conclusion
13. References
EVIDENCE:
- 8 realizations distributed across 3 layers
- Layer 2 dominant (75%) - expected for domain conversations
- Zero ephemeral (all Q≥0.82) - high-quality conversation
TARGET VENUE: VLDB, ACM SIGMOD, IEEE TKDE
LENGTH: 6000-7000 words
""",
features=PromptFeatures(
foundation=0.94, # Strong grounding in systems architecture
clarity=0.92, # Clear: 5 layers based on quality
structure=0.93, # Very well-organized
impact=0.90, # High practical impact for AI systems
harmony=0.88, # Good systems + AI integration
generativity=0.85 # Moderate - mostly architectural
),
context="System architecture paper"
))
return prompts
def score_and_rank_prompts(prompts: List[ResearchPrompt]):
"""Score prompts using PES and rank them"""
# Sort by PES score (descending)
prompts.sort(key=lambda p: p.pes_score, reverse=True)
print("="*80)
print("RESEARCH PROMPT RANKINGS (by PES)")
print("="*80)
print()
for i, prompt in enumerate(prompts, 1):
print(f"{i}. {prompt.title}")
print(f" PES = {prompt.pes_score:.4f}")
print(f" {prompt.get_calculation_breakdown()}")
print(f" Context: {prompt.context}")
print()
return prompts
def export_top_prompts(prompts: List[ResearchPrompt], top_n: int = 3):
"""Export top N prompts for execution"""
top_prompts = prompts[:top_n]
output = {
'selection_criteria': f'Top {top_n} by PES score',
'selected_prompts': []
}
for i, prompt in enumerate(top_prompts, 1):
output['selected_prompts'].append({
'rank': i,
'title': prompt.title,
'pes_score': prompt.pes_score,
'features': {
'foundation': prompt.features.foundation,
'clarity': prompt.features.clarity,
'structure': prompt.features.structure,
'impact': prompt.features.impact,
'harmony': prompt.features.harmony,
'generativity': prompt.features.generativity
},
'prompt': prompt.prompt
})
with open('/home/claude/top_research_prompts.json', 'w') as f:
json.dump(output, f, indent=2)
print(f"\n✅ Top {top_n} prompts exported to top_research_prompts.json")
print(f" Total size: {len(json.dumps(output))} bytes")
return top_prompts
if __name__ == "__main__":
print("RESEARCH PROMPT OPTIMIZATION SYSTEM")
print("Using PES (Prompt Engineering Score)")
print()
# Design prompts
prompts = design_research_prompts()
print(f"✅ Designed {len(prompts)} research prompts\n")
# Score and rank
ranked_prompts = score_and_rank_prompts(prompts)
# Export top 3
top_prompts = export_top_prompts(ranked_prompts, top_n=3)
print("\n" + "="*80)
print(f"SELECTED FOR EXECUTION: Top 3 prompts")
print("="*80)
for i, p in enumerate(top_prompts, 1):
print(f"{i}. {p.title} (PES={p.pes_score:.4f})")