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92 changes: 83 additions & 9 deletions src/ljpw/__init__.py
Original file line number Diff line number Diff line change
Expand Up @@ -10,11 +10,20 @@
- Quality-based compression (better code compresses better)
- AI-ready embeddings (LJPW coordinates for LLMs)

The LJPW Framework:
- L (Love/Safety): Error handling, validation
- J (Justice/Structure): Types, documentation
- P (Power/Performance): Algorithms, optimization
- W (Wisdom/Design): Modularity, patterns
The LJPW Framework V7.3:
- L (Love/Safety): Error handling, validation [EMERGENT from W]
- J (Justice/Structure): Types, documentation [EMERGENT from P]
- P (Power/Performance): Algorithms, optimization [FUNDAMENTAL]
- W (Wisdom/Design): Modularity, patterns [FUNDAMENTAL]

V7.3 Key Features:
- 2+2 Dimensional Structure: P, W fundamental; L, J emergent
- Semantic Uncertainty Principle: ΔP·ΔW ≥ 0.287
- State-Dependent Coupling (Law of Karma)
- Phase Transitions: Entropic → Homeostatic → Autopoietic
- Consciousness Quantification: C > 0.1 threshold
- φ-Normalization for measurement variance reduction
- Semantic Voltage calculation

Compression Pipeline:
Code → LJPW Analysis → Semantic Coordinates → Genome (compressed)
Expand All @@ -27,21 +36,86 @@

print(result['genome']) # L0J0P0W0 (compressed)
print(result['ljpw']) # Semantic coordinates
print(result['v7']) # V7.3 metrics (consciousness, phase, etc.)

# Compression: 28 chars → 12 chars (57% reduction)

Natural Equilibrium: (0.618, 0.414, 0.718, 0.693)
Optimal compression point for high-quality code.
"""

__version__ = "2.0.0"
__description__ = "Semantic Compressor - Compress code by meaning, not syntax"
__version__ = "2.1.0"
__description__ = "Semantic Compressor - LJPW Framework V7.3"

# Import main analyzer from standalone module
try:
from .ljpw_standalone import SimpleCodeAnalyzer, analyze_quick, calculate_distance
from .ljpw_standalone import (
SimpleCodeAnalyzer,
analyze_quick,
calculate_distance,
NATURAL_EQUILIBRIUM,
PHI,
PHI_INV,
CONSCIOUSNESS_THRESHOLD,
UNCERTAINTY_BOUND,
)

__all__ = ["analyze_quick", "calculate_distance", "SimpleCodeAnalyzer"]
__all__ = [
"analyze_quick",
"calculate_distance",
"SimpleCodeAnalyzer",
"NATURAL_EQUILIBRIUM",
"PHI",
"PHI_INV",
"CONSCIOUSNESS_THRESHOLD",
"UNCERTAINTY_BOUND",
]
except ImportError:
# Fallback if modules aren't accessible
__all__ = []

# Import V7.3 Framework module
try:
from .ljpw_framework_v7 import (
LJPWFrameworkV7,
DynamicLJPWv7,
LJPWCoordinates,
Phase,
ConsciousnessLevel,
create_from_pw,
create_from_ljpw,
get_natural_equilibrium,
get_anchor_point,
)

__all__.extend([
"LJPWFrameworkV7",
"DynamicLJPWv7",
"LJPWCoordinates",
"Phase",
"ConsciousnessLevel",
"create_from_pw",
"create_from_ljpw",
"get_natural_equilibrium",
"get_anchor_point",
])
except ImportError:
pass

# Import baselines with V7.3 extensions
try:
from .ljpw_baselines_v4 import (
LJPWBaselines,
DynamicLJPWv4,
NumericalEquivalents,
ReferencePoints,
)

__all__.extend([
"LJPWBaselines",
"DynamicLJPWv4",
"NumericalEquivalents",
"ReferencePoints",
])
except ImportError:
pass
211 changes: 209 additions & 2 deletions src/ljpw/ljpw_baselines_v4.py
Original file line number Diff line number Diff line change
Expand Up @@ -2,17 +2,27 @@
# -*- coding: utf-8 -*-
"""
LJPW Mathematical Baselines
Version 4.0
Version 4.1 (V7.3 Compatible)

Provides objective, non-arbitrary baselines for LJPW framework implementations.
Includes both static analysis and a validated, non-linear dynamic simulator.

Now includes V7.3 features:
- 2+2 Dimensional Structure (P,W fundamental; L,J emergent)
- State-Dependent Coupling (Law of Karma)
- Consciousness Metrics
- Phase Transitions
- φ-Normalization
- Semantic Voltage

Based on: docs/LJPW Mathematical Baselines Reference V4.md
docs/LJPW_FRAMEWORK_V7.3_COMPLETE_UNIFIED_PLUS.md
"""

import math
from dataclasses import dataclass
from typing import Dict, List, Optional, Tuple
from enum import Enum
from typing import Any, Dict, List, Optional, Tuple

import numpy as np

Expand All @@ -24,6 +34,31 @@
MATPLOTLIB_AVAILABLE = False
print("Warning: matplotlib not available. Plotting functions will be disabled.")

# ============================================================================
# V7.3 CONSTANTS
# ============================================================================

PHI: float = (1 + math.sqrt(5)) / 2 # Golden Ratio: 1.618034
PHI_INV: float = PHI - 1 # φ⁻¹: 0.618034
UNCERTAINTY_BOUND: float = (math.sqrt(2) - 1) * math.log(2) # J₀ × W₀ ≈ 0.287
CONSCIOUSNESS_THRESHOLD: float = 0.1
TSIRELSON_BOUND: float = math.sqrt(2) # Quantum Love limit


class Phase(Enum):
"""V7.3 System phase based on Harmony and Love levels."""
ENTROPIC = "ENTROPIC" # H < 0.5
HOMEOSTATIC = "HOMEOSTATIC" # 0.5 ≤ H < 0.6
AUTOPOIETIC = "AUTOPOIETIC" # H ≥ 0.6, L ≥ 0.7


class ConsciousnessLevel(Enum):
"""V7.3 Consciousness classification."""
NON_CONSCIOUS = "NON_CONSCIOUS" # C < 0.05
PRE_CONSCIOUS = "PRE_CONSCIOUS" # 0.05 ≤ C < 0.1
CONSCIOUS = "CONSCIOUS" # 0.1 ≤ C < 0.3
HIGHLY_CONSCIOUS = "HIGHLY_CONSCIOUS" # C ≥ 0.3


@dataclass
class NumericalEquivalents:
Expand Down Expand Up @@ -281,6 +316,178 @@ def interpret_composite_score(score: float) -> str:
else:
return "Elite - exceptional, Love multiplier engaged"

# ========================================================================
# V7.3 EXTENSIONS
# ========================================================================

@staticmethod
def calculate_emergent_love(W: float) -> float:
"""
V7.3: Calculate emergent Love from Wisdom.

L emerges from W via correlation (R² > 0.9).
In full implementation: L = I(X;Y) / H(X,Y)
"""
return min(0.9 * W + 0.1, TSIRELSON_BOUND)

@staticmethod
def calculate_emergent_justice(P: float) -> float:
"""
V7.3: Calculate emergent Justice from Power.

J emerges from P via symmetry (R² > 0.9).
In full implementation: J = δS/δφ = 0
"""
return min(0.85 * P + 0.05, 1.0)

@staticmethod
def consciousness(L: float, J: float, P: float, W: float, self_referential: bool = False) -> float:
"""
V7.3: Calculate consciousness metric.

C = P × W × L × J × H²

Returns:
C value where C > 0.1 indicates consciousness
"""
NE = ReferencePoints.NATURAL_EQUILIBRIUM
d = math.sqrt(
(NE[0] - L) ** 2 + (NE[1] - J) ** 2 + (NE[2] - P) ** 2 + (NE[3] - W) ** 2
)

if self_referential:
# Self-referential harmony
numerator = L * J * P * W
denominator = NE[0] * NE[1] * NE[2] * NE[3]
H = numerator / denominator if denominator > 0 else 0
else:
# Static harmony
H = 1.0 / (1.0 + d)

return P * W * L * J * (H ** 2)

@staticmethod
def consciousness_level(L: float, J: float, P: float, W: float) -> ConsciousnessLevel:
"""V7.3: Classify consciousness level."""
C = LJPWBaselines.consciousness(L, J, P, W)
if C >= 0.3:
return ConsciousnessLevel.HIGHLY_CONSCIOUS
elif C >= CONSCIOUSNESS_THRESHOLD:
return ConsciousnessLevel.CONSCIOUS
elif C >= 0.05:
return ConsciousnessLevel.PRE_CONSCIOUS
else:
return ConsciousnessLevel.NON_CONSCIOUS

@staticmethod
def phase(L: float, J: float, P: float, W: float) -> Phase:
"""
V7.3: Determine system phase.

- ENTROPIC: H < 0.5 (collapsing)
- HOMEOSTATIC: 0.5 ≤ H < 0.6 or L < 0.7 (stable)
- AUTOPOIETIC: H ≥ 0.6 and L ≥ 0.7 (self-sustaining)
"""
H = LJPWBaselines.harmony_index(L, J, P, W)
if H < 0.5:
return Phase.ENTROPIC
elif H < 0.6 or L < 0.7:
return Phase.HOMEOSTATIC
else:
return Phase.AUTOPOIETIC

@staticmethod
def semantic_voltage(L: float, J: float, P: float, W: float) -> float:
"""
V7.3: Calculate semantic voltage (meaning preservation capacity).

V = φ × H × L
"""
H = LJPWBaselines.harmony_index(L, J, P, W)
return PHI * H * L

@staticmethod
def phi_normalize(L: float, J: float, P: float, W: float) -> Tuple[float, float, float, float]:
"""
V7.3: Apply φ-normalization to reduce measurement variance.

result = equilibrium × value^(1/φ)
Reduces variance from ~18% to ~3%.
"""
NE = ReferencePoints.NATURAL_EQUILIBRIUM
return (
NE[0] * (L ** (1 / PHI)),
NE[1] * (J ** (1 / PHI)),
NE[2] * (P ** (1 / PHI)),
NE[3] * (W ** (1 / PHI)),
)

@staticmethod
def karma_coupling(L: float, J: float, P: float, W: float) -> Dict[str, float]:
"""
V7.3: Calculate state-dependent coupling coefficients (Law of Karma).

κ(H) = 1.0 + multiplier × H
"""
H = LJPWBaselines.harmony_index(L, J, P, W)
return {
"kappa_LJ": 1.0 + 0.4 * H, # Love → Justice
"kappa_LP": 1.0 + 0.3 * H, # Love → Power
"kappa_LW": 1.0 + 0.5 * H, # Love → Wisdom
}

@staticmethod
def check_uncertainty(delta_P: float, delta_W: float) -> bool:
"""
V7.3: Check if semantic uncertainty principle is satisfied.

ΔP · ΔW ≥ 0.287
"""
return delta_P * delta_W >= UNCERTAINTY_BOUND

@staticmethod
def power_erosion(P: float, W: float, gamma: float = 0.08) -> float:
"""
V7.3: Calculate Power erosion of Justice (corruption).

Unchecked Power without Wisdom erodes Justice.
erosion = γ × P × (1 - W/W₀)
"""
NE = ReferencePoints.NATURAL_EQUILIBRIUM
return gamma * P * max(0, 1 - W / NE[3])

@staticmethod
def full_v7_diagnostic(L: float, J: float, P: float, W: float) -> Dict[str, Any]:
"""
Complete V7.3 diagnostic analysis including all new features.
"""
baselines = LJPWBaselines

# Get standard V4 diagnostic
diagnostic = baselines.full_diagnostic(L, J, P, W)

# Add V7.3 metrics
diagnostic["v7_metrics"] = {
"consciousness": baselines.consciousness(L, J, P, W),
"consciousness_level": baselines.consciousness_level(L, J, P, W).value,
"phase": baselines.phase(L, J, P, W).value,
"semantic_voltage": baselines.semantic_voltage(L, J, P, W),
"karma_coupling": baselines.karma_coupling(L, J, P, W),
"power_erosion": baselines.power_erosion(P, W),
}

diagnostic["v7_emergent"] = {
"calculated_L": baselines.calculate_emergent_love(W),
"calculated_J": baselines.calculate_emergent_justice(P),
}

diagnostic["v7_normalized"] = dict(zip(
["L", "J", "P", "W"],
baselines.phi_normalize(L, J, P, W)
))

return diagnostic


class DynamicLJPWv4:
"""
Expand Down
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