Download dense_evolution/mitigation/healing.py from Tatopenn/dense-Evolution: direct link, hf CLI and curl.
- Browser
- Download file 8.8 kB
-
https://huggingface.co/Tatopenn/dense-Evolution/resolve/main/dense_evolution/mitigation/healing.py
- Command line
-
hf download hf://Tatopenn/dense-Evolution/dense_evolution/mitigation/healing.py
-
curl -L -o healing.py https://huggingface.co/Tatopenn/dense-Evolution/resolve/main/dense_evolution/mitigation/healing.py
8.8 kB
| """ | |
| dense_evolution.healing -- predictive-healing primitives for noisy vector | |
| sequences (VQE/MD telemetry, quantum state trajectories). | |
| Built empirically, one formula at a time, not derived top-down from a | |
| named theory -- worth being precise about, since one piece of it turns | |
| out to have a real mathematical identity worth naming rather than | |
| leaving implicit: calculate_vettore_dinamico's core term, | |
| log(E_B / E_A), is a log-likelihood ratio -- the same elementary | |
| quantity Kullback-Leibler divergence (relative entropy) is built from | |
| (D_KL(A||B) = sum_x A(x) * log(A(x)/B(x)), a probability-weighted | |
| average of exactly this log-ratio, which calculate_vettore_dinamico | |
| does not compute -- it uses one un-weighted log-ratio between two | |
| scalars, not a full KL divergence over a distribution). Equivalently, | |
| if -log(E) is read as self-information ("surprisal"), log(E_B/E_A) is | |
| the *difference in surprisal* between the two states. | |
| Not every formula in this module carries the same reading -- calculate_ | |
| phi_ab's blend of cosine-alignment and Euclidean-distance terms is a | |
| geometric similarity construction, not an information-theoretic one; | |
| naming it as such would be the overclaiming this note is trying to | |
| avoid, not fix. | |
| """ | |
| import jax | |
| import jax.numpy as jnp | |
| import json | |
| from datetime import datetime, timezone | |
| from typing import Dict, Tuple, List, Any | |
| GLOBAL_CONSTANTS = { | |
| 'TARGET_SIGMA_IDEALE': 10.0, | |
| 'THRESHOLD_DELTA_PREEMP': 0.2, | |
| 'SEMANTIC_LEARNING_RATE': 0.05, | |
| 'V_DINAMIC_K_COEFF': 5.0, | |
| 'V_STATIC_K_PRIME_COEFF': 1.0, | |
| 'V_DINAMIC_MIN_EFFECTIVE_VALUE': 0.01, | |
| 'MAX_SEMANTIC_DISTANCE': jnp.sqrt(2.0), | |
| 'WEIGHT_SEMANTIC': 0.6, | |
| 'WEIGHT_COHERENCE': 0.4, | |
| 'NON_STATIC_THRESHOLD_A': 1e-2, | |
| 'DAMPING_BOOST_ON_STASIS': 0.1, | |
| 'EPSILON_DISSIPATION_BASE': 0.01 | |
| } | |
| # ===================================================================== | |
| # 📊 STRATO CORE | |
| # ===================================================================== | |
| def calculate_advanced_sigma(kappa: jnp.ndarray, H: jnp.ndarray, Psi: jnp.ndarray, Omega_sync: jnp.ndarray, tau_K: jnp.ndarray) -> jnp.ndarray: | |
| """Calcola la funzione di sincronizzazione avanzata Sigma.""" | |
| return kappa * H * Psi * Omega_sync * tau_K | |
| def calculate_phi_ab(state_A: jnp.ndarray, state_B: jnp.ndarray, ipg_vector: jnp.ndarray) -> jnp.ndarray: | |
| """Calcola il fattore di allineamento e coerenza spaziale Phi_AB.""" | |
| semantic_change = state_B - state_A | |
| norm_change = jnp.linalg.norm(semantic_change) | |
| norm_ipg = jnp.linalg.norm(ipg_vector) | |
| alignment = jnp.where( | |
| (norm_change > 1e-12) & (norm_ipg > 1e-12), | |
| # jnp.dot on complex arrays is the bilinear (non-conjugated) product | |
| # and stays complex, which used to blow up jnp.clip below with | |
| # "ValueError: Clip received a complex value". jnp.real(jnp.vdot(..)) | |
| # is the correct Hermitian-inner-product real part -- for real | |
| # inputs it reduces exactly to jnp.dot (no behavior change for | |
| # existing real-valued callers), and for complex inputs (e.g. a | |
| # genuine statevector) it gives the real alignment value this | |
| # function needs. Re(vdot(a,b)) == Re(vdot(b,a)) always, even | |
| # though vdot(a,b) != vdot(b,a) in general (they're conjugates) -- | |
| # argument order doesn't matter here only because we take the real part. | |
| jnp.real(jnp.vdot(semantic_change, ipg_vector)) / (norm_change * norm_ipg), | |
| 0.0 | |
| ) | |
| semantic_alignment = (alignment + 1.0) / 2.0 | |
| distance_A_B = jnp.linalg.norm(state_A - state_B) | |
| coherence_component = 1.0 - (distance_A_B / GLOBAL_CONSTANTS['MAX_SEMANTIC_DISTANCE']) | |
| phi_ab = (semantic_alignment * GLOBAL_CONSTANTS['WEIGHT_SEMANTIC']) + (coherence_component * GLOBAL_CONSTANTS['WEIGHT_COHERENCE']) | |
| return jnp.clip(phi_ab, 0.0, 1.0) | |
| def calculate_vettore_dinamico(E_A: jnp.ndarray, E_B: jnp.ndarray, Phi_AB: jnp.ndarray) -> jnp.ndarray: | |
| """Calcola il Vettore Dinamico (V_dinamic) come variazione logaritmica differenziale energetica. | |
| log(E_B / E_A) is a log-likelihood ratio -- the same elementary | |
| quantity Kullback-Leibler divergence is built from (see this | |
| module's docstring for the precise distinction: this is one | |
| un-weighted log-ratio between two scalars, not a full KL divergence | |
| over a probability distribution). Equivalently, the difference in | |
| surprisal (-log E) between the two states.""" | |
| valid_inputs = (E_A > 1e-12) & (E_B > 1e-12) | |
| ratio = jnp.where(valid_inputs, E_B / E_A, 1.0) | |
| log_ratio_clamped = jnp.clip(jnp.log(ratio), -5.0, 5.0) | |
| v_vita = GLOBAL_CONSTANTS['V_DINAMIC_K_COEFF'] * log_ratio_clamped * Phi_AB | |
| return jnp.where(valid_inputs, v_vita, 0.0) | |
| def calculate_vettore_statico(v_dinamic_value: jnp.ndarray) -> jnp.ndarray: | |
| """Calcola l'indicatore di stasi tensoriale Vettore Statico.""" | |
| is_growing = v_dinamic_value > GLOBAL_CONSTANTS['V_DINAMIC_MIN_EFFECTIVE_VALUE'] | |
| return GLOBAL_CONSTANTS['V_STATIC_K_PRIME_COEFF'] * (1.0 - jnp.where(is_growing, 1.0, 0.0)) | |
| def calculate_delta_preemp(current_sigma: jnp.ndarray, target_sigma_ideal: float = 10.0) -> jnp.ndarray: | |
| """Calcola la deviazione predittiva Delta_Pre_emp normalizzata rispetto all'autostato ideale.""" | |
| safe_target = jnp.where(target_sigma_ideal <= 0.0, 1.0, target_sigma_ideal) | |
| return jnp.abs(current_sigma - target_sigma_ideal) / safe_target | |
| def evaluate_phi_trigger(deterministic_dq_dt_a: jnp.ndarray) -> Tuple[jnp.ndarray, jnp.ndarray, jnp.ndarray]: | |
| """Valuta lo stato del Phi-Trigger calcolando i coefficienti di damping condizionati.""" | |
| magnitude_change_a = jnp.abs(deterministic_dq_dt_a) | |
| trigger_active = magnitude_change_a > GLOBAL_CONSTANTS['NON_STATIC_THRESHOLD_A'] | |
| lambda_step = jnp.where(trigger_active, 0.05, 0.05 + GLOBAL_CONSTANTS['DAMPING_BOOST_ON_STASIS']) | |
| epsilon_dissip = jnp.where(trigger_active, GLOBAL_CONSTANTS['EPSILON_DISSIPATION_BASE'], | |
| GLOBAL_CONSTANTS['EPSILON_DISSIPATION_BASE'] + GLOBAL_CONSTANTS['DAMPING_BOOST_ON_STASIS']) | |
| return jnp.where(trigger_active, 1.0, 0.0), lambda_step, epsilon_dissip | |
| def calculate_jax_reflection(coherence_values: jnp.ndarray, noise_levels: jnp.ndarray) -> Tuple[jnp.ndarray, jnp.ndarray, jnp.ndarray]: | |
| """Esegue l'aggregazione statistica spettrale (Zero-Drift) sul runtime XLA.""" | |
| n_coh = coherence_values.shape[0] | |
| avg_coherence = jnp.where(n_coh > 0, jnp.mean(coherence_values), 0.0) | |
| var_coherence = jnp.where(n_coh > 0, jnp.var(coherence_values), 0.0) | |
| n_noise = noise_levels.shape[0] | |
| avg_noise = jnp.where(n_noise > 0, jnp.mean(noise_levels), 0.0) | |
| return avg_coherence, var_coherence, avg_noise | |
| # ===================================================================== | |
| # STRATO OPERATIVO: LOGGING E STORICIZZAZIONE | |
| # ===================================================================== | |
| class MemoryReflectionEngine: | |
| def __init__(self): | |
| self.memory: List[Dict[str, Any]] = [] | |
| def record_event(self, event_type: str, value: float, description: str = ""): | |
| event = { | |
| "timestamp": datetime.now(timezone.utc).isoformat(), | |
| "type": event_type, | |
| "value": float(value), | |
| "description": description | |
| } | |
| self.memory.append(event) | |
| def reflect(self) -> Dict[str, Any]: | |
| coherence_list = [e['value'] for e in self.memory if e['type'] == 'coherence'] | |
| interventions = [e for e in self.memory if e['type'] == 'intervention'] | |
| noise_list = [e['value'] for e in self.memory if e['type'] == 'noise'] | |
| j_coherence = jnp.array(coherence_list, dtype=jnp.float64) if coherence_list else jnp.array([], dtype=jnp.float64) | |
| j_noise = jnp.array(noise_list, dtype=jnp.float64) if noise_list else jnp.array([], dtype=jnp.float64) | |
| avg_coh, var_coh, avg_noise = calculate_jax_reflection(j_coherence, j_noise) | |
| report = { | |
| 'average_coherence': float(avg_coh) if coherence_list else None, | |
| 'variance_coherence': float(var_coh) if coherence_list else None, | |
| 'interventions_count': len(interventions), | |
| 'average_noise': float(avg_noise) if noise_list else None, | |
| 'total_events': len(self.memory) | |
| } | |
| return report | |
| def export_memory(self, filepath: str): | |
| with open(filepath, 'w') as f: | |
| json.dump(self.memory, f, indent=2) | |
| def load_memory(self, filepath: str): | |
| with open(filepath, 'r') as f: | |
| self.memory = json.load(f) | |