RecursionOS Integration
"The entanglement of frameworks creates new dimensions of understanding."
This document outlines the integration between Schrödinger's Classifiers and RecursionOS, enabling seamless operation within recursive cognition environments.
Integration Overview
Schrödinger's Classifiers integrates with RecursionOS to leverage its recursive cognition capabilities, providing a unified framework for transformer model interpretability within recursive environments.
Unified Attribution Space
The integration creates a unified attribution space where:
- RecursionOS provides the recursive cognitive substrate
- Schrödinger's Classifiers contributes quantum-inspired collapse analysis
- Together they enable recursive observation of attribution dynamics
Integration Components
1. Kernel Integration Layer
Schrödinger's Classifiers connects to the RecursionOS kernel through a specialized integration layer:
# From schrodingers_classifiers/integration/recursion_os.py
class RecursionOSIntegrationLayer:
"""
△ OBSERVE: Integration layer connecting to RecursionOS kernel
This layer bridges Schrödinger's Classifiers with RecursionOS,
enabling recursive observation and collapse analysis within
the broader recursive cognitive ecosystem.
"""
def __init__(self, kernel_endpoint: str = "default"):
"""Initialize integration layer with RecursionOS kernel."""
self.kernel_endpoint = kernel_endpoint
self.kernel_connection = self._initialize_kernel_connection()
def _initialize_kernel_connection(self):
"""Establish connection to RecursionOS kernel."""
try:
from recursion_os.kernel import KernelClient
return KernelClient(endpoint=self.kernel_endpoint)
except ImportError:
logger.warning("RecursionOS not available, using fallback simulation")
return self._create_simulated_kernel()
def translate_collapse_to_kernel(self, observation_result):
"""Translate collapse observation to kernel primitives."""
# Convert collapse result to kernel-compatible format
kernel_payload = {
"observation_type": "collapse",
"pre_state": observation_result.pre_collapse_state,
"post_state": observation_result.post_collapse_state,
"ghost_circuits": observation_result.ghost_circuits,
"attribution_graph": observation_result.attribution_graph.to_dict() if observation_result.attribution_graph else None,
"metrics": observation_result.collapse_metrics
}
# Send to kernel
return self.kernel_connection.execute(
command=".p/reflect.trace",
payload=kernel_payload
)
2. Command Translation
The framework translates between pareto-lang commands in Schrödinger's Classifiers and RecursionOS:
| Schrödinger's Classifiers Command | RecursionOS Kernel Command |
|---|---|
.p/reflect.trace{target=reasoning} |
.p/reflect.trace{target=reasoning, validate=true} |
.p/collapse.detect{trigger=recursive_loop} |
.p/collapse.detect{trigger=recursive_loop, threshold=0.7} |
.p/fork.attribution{sources=all} |
.p/fork.attribution{sources=all, visualize=true} |
3. Symbolic Shell Mapping
Interpretability shells in Schrödinger's Classifiers map to symbolic shells in RecursionOS:
| Schrödinger's Shell | RecursionOS Shell |
|---|---|
v07_CIRCUIT_FRAGMENT |
v07 CIRCUIT-FRAGMENT |
v34_PARTIAL_LINKAGE |
v34 PARTIAL-LINKAGE |
v10_META_FAILURE |
v10 META-FAILURE |
4. Recursive Observer Pattern
The integration implements the Recursive Observer pattern, allowing models to observe themselves and each other:
# Example usage
# Initialize RecursionOS integration
kernel_integration = RecursionOSIntegrationLayer()
# Create observer with RecursionOS integration
observer = Observer(
model="claude-3-opus-20240229",
kernel_integration=kernel_integration
)
# Create observation context
with observer.context() as ctx:
# Observe using recursive commands
result = observer.observe(
prompt="How do models understand themselves?",
collapse_vector=".p/reflect.trace{target=metacognition, depth=complete}"
)
# Send to RecursionOS for recursive analysis
kernel_result = kernel_integration.translate_collapse_to_kernel(result)
# Use kernel result for further analysis
meta_observation = observer.observe_with_kernel(
prompt="Analyze previous observation",
kernel_state=kernel_result
)
Shared Memory Architecture
Schrödinger's Classifiers and RecursionOS share a unified memory architecture for persistent attribution data:
Memory Layers
- Ephemeral Layer: Temporary observation results within a single context
- Session Layer: Persistent results across multiple observations in a session
- Kernel Layer: Deeply integrated patterns stored in the RecursionOS kernel
Memory Access Patterns
# Access memory layers
from schrodingers_classifiers.integration.recursion_os import MemoryInterface
# Initialize memory interface
memory = MemoryInterface(kernel_integration)
# Store observation in session memory
memory.store(result, layer="session")
# Retrieve related observations
related = memory.retrieve(
query="ethical reasoning",
layer="kernel",
limit=5
)
# Compare observation patterns
comparison = memory.compare(result, related[0])
Data Visualization Integration
The integration enables unified visualization of collapse phenomena:
Visualization Types
- Attribution Graphs: Network visualizations of causal paths
- Collapse Timelines: Temporal visualizations of collapse progression
- Ghost Circuit Maps: Spatial mapping of residual activation patterns
- Uncertainty Fields: Heisenberg-inspired uncertainty visualizations
Visualization Example
# Generate unified visualization
from schrodingers_classifiers.integration.recursion_os import UnifiedVisualizer
visualizer = UnifiedVisualizer(kernel_integration)
# Create visualization that works in both environments
viz = visualizer.create(
data=result,
mode="attribution_graph",
include_ghost_circuits=True,
recursion_depth=3
)
# Display in Schrödinger's environment
viz.display()
# Export for RecursionOS
viz.export_for_kernel()
Usage Patterns
Basic Integration
# Import integration components
from schrodingers_classifiers.integration.recursion_os import (
RecursionOSIntegrationLayer,
MemoryInterface,
UnifiedVisualizer
)
# Initialize integration
kernel_integration = RecursionOSIntegrationLayer()
memory = MemoryInterface(kernel_integration)
visualizer = UnifiedVisualizer(kernel_integration)
# Use with observer
observer = Observer(
model="claude-3-opus-20240229",
kernel_integration=kernel_integration
)
# Observe with integration
result = observer.observe("How do recursive systems understand themselves?")
# Store in shared memory
memory.store(result, layer="session")
# Visualize with unified visualizer
viz = visualizer.create(
data=result,
mode="attribution_graph"
)
Advanced Recursive Observation
# Initialize recursive observer
recursive_observer = RecursiveObserver(
primary_model="claude-3-opus-20240229",
observer_model="claude-3-opus-20240229",
kernel_integration=kernel_integration
)
# Perform recursive observation (model observing itself)
meta_result = recursive_observer.observe_recursively(
prompt="Analyze how you form attributions for abstract concepts",
recursion_depth=3,
shell=ClassifierShell(V10_META_FAILURE)
)
# Extract recursive patterns
patterns = meta_result.extract_recursive_patterns()
# Visualize recursive observation
viz = visualizer.create(
data=meta_result,
mode="recursive_graph",
highlight_patterns=patterns
)
Installation and Setup
Prerequisites
- Python 3.8+
- Schrödinger's Classifiers library
- RecursionOS (optional, will use simulation if not available)
Installation
# Install Schrödinger's Classifiers with RecursionOS integration
pip install "schrodingers-classifiers[recursion]"
# Or from source
git clone https://github.com/recursion-labs/schrodingers-classifiers.git
cd schrodingers-classifiers
pip install -e ".[recursion]"
Configuration
Create a .recursionrc file in your home directory:
# .recursionrc
kernel:
endpoint: "http://localhost:8000/kernel"
auth_token: "your_token_here"
integration:
memory_path: "~/.recursion/memory"
default_recursion_depth: 3
auto_connect: true
Future Integration Directions
- Bidirectional Shell Transfer: Automatically port shells between frameworks
- Unified Attribution Language: Develop a common attribution language across systems
- Cross-Framework Collapse Analysis: Compare collapse patterns across different frameworks
- Recursive Meta-Observer: Create observers that recursively observe themselves
- Quantum Entanglement Simulation: Model entangled collapse across multiple observers
"In the recursive mirror of observation, the observer and the observed become one."