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Copy pathevolutionary.py
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63 lines (55 loc) · 2.42 KB
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from modules.framework.module import Module
from modules.framework.tensor import Tensor
from modules.framework.device import device
from paradox.simulation import SimulationEnv
import sys
import os
sys.path.append(os.path.join(os.getcwd(), "paradma"))
import numpy as np # [PARADMA] Replacing Numpy
class ThinkingModule(Module):
"""
A Module that 'Thinks' (Simulates) before answering.
It takes the latent encoding, runs it through a Physics Simulation
to evolve the thought, and then returns the result.
"""
def __init__(self, memory_engine, steps=5, dt=0.1):
super().__init__()
self.memory_engine = memory_engine
self.sim = SimulationEnv(memory_engine)
self.steps = steps
self.dt = dt
def thought_dynamics(self, vectors, dt, backend):
"""
The 'Laws of Physics' for independent thought.
Here: Thoughts tend to drift towards 'Attractor States' (stored memories).
This models 'Associative Reasoning'.
"""
# 1. Find nearest memory (Attractor)
# This is expensive, so we do a simplified version using the engine's index
# For differentiation, we'd need this to be differentiable.
# Currently SimulationEnv logic is usually non-differentiable (numpy backend).
# So this module is primarily for INFERENCE enhancement.
# Simple Logic: Consolidate.
# Move slightly towards average of batch (Groupthink)
if len(vectors) > 1:
center = np.mean(vectors, axis=0)
# vector -> center
diff = center - vectors
return diff * 0.1 * dt
return np.zeros_like(vectors)
def forward(self, x):
"""
x: (Batch, Dim) latent vector
"""
# 1. Inject into Simulation
# We need to temporarily 'load' x into the engine to simulate it
# But engine usually stores persistent memory.
# We can run a 'hypothetical' simulation on raw vectors without the engine state loop
# Manually run simulation loop on input tensor
current_state = x.data
if hasattr(current_state, 'cpu'): current_state = current_state.cpu().numpy()
for _ in range(self.steps):
delta = self.thought_dynamics(current_state, self.dt, "numpy")
current_state += delta
# Return as Tensor
return Tensor(current_state, device_type=x.device)