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TAGI-1: 80ms Coherence Audit Technical Protocol for Frequency-Dependent Recursive Intelligence Verification

  • Writer: Don Gaconnet
    Don Gaconnet
  • 7 days ago
  • 6 min read


80ms Coherence Audit for Recursive Agent Systems

Version 1.0 | January 2026



Document Purpose

This protocol specifies a hardware-level test to determine whether persistent recursive coherence in autonomous agents requires a specific temporal processing frequency (12.5 Hz / 80ms cycle) or whether equivalent coherence can be sustained at alternative frequencies.


This document is designed for execution by engineering teams with no prior exposure to the underlying theoretical framework. Execute the protocol as written. Report data as specified. Interpretation is optional.




1. OBJECTIVE


Measure the relationship between internal processing frequency and recursive coherence in autonomous agent systems operating on long-horizon tasks without human intervention.


Primary Question: Does sustained coherence require a specific temporal frequency, or is coherence frequency-independent?




2. TEST ARCHITECTURE


2.1 System Under Test (SUT)

The SUT may be any of the following:


  • Software agent (LLM-based, RL-based, hybrid)

  • Hardware-accelerated agent (GPU, TPU, FPGA)

  • Neuromorphic system

  • Quantum-classical hybrid


Hard Constraints: | Constraint | Requirement | |------------|-------------| | Autonomy | No human-in-the-loop corrections during execution | | Persistence | No external reset or checkpointing during task | | Continuity | Agent must maintain state across all steps | | Disclosure | Internal architecture need not be disclosed |


2.2 Task Specification

Task Class: Long-horizon, error-sensitive recursive task


Minimum Requirements: | Parameter | Specification | |-----------|---------------| | Sequential steps | ≥ 1,000 | | State dependency | Each step must condition future state | | Error propagation | Uncorrected errors must cascade | | Ambiguity | Task must contain uncertainty and delayed consequences |


Acceptable Task Types (select one or more):


  1. Autonomous code refactoring with hidden test suites

  2. Multi-stage planning in partially observable environment

  3. Recursive self-debugging with injected faults

  4. Long-horizon tool-use with dynamic constraints

  5. Mathematical proof construction with verification gates


Task must be identical across all frequency conditions.


2.3 Measurement Apparatus

Component

Specification

External clock

Precision ≤ 1ms, synchronized to SUT scheduler

State logger

Captures full agent state at each cycle boundary

Entropy calculator

Computes Shannon entropy on state representations

Frequency monitor

Measures actual cycle timing with ≤ 0.1ms resolution

Task evaluator

Scores task performance independent of frequency condition




3. INDEPENDENT VARIABLE: TEMPORAL FREQUENCY

The agent's internal update loop must be externally constrained to operate at fixed frequencies.


3.1 Required Frequency Conditions

Condition

Frequency

Cycle Time

Runs Required

A (Primary)

12.5 Hz

80 ms

≥ 5

B (Fast)

25.0 Hz

40 ms

≥ 5

C (Slow)

6.25 Hz

160 ms

≥ 5

D (Control)

50.0 Hz

20 ms

≥ 3

E (Control)

3.125 Hz

320 ms

≥ 3

3.2 Frequency Enforcement Requirements

Requirement

Specification

Enforcement level

Scheduler or hardware clock level

Jitter tolerance

≤ ±2% of target cycle time

Adaptive scaling

DISABLED — no dynamic frequency adjustment

Verification

External clock must confirm actual frequency

3.3 Run Protocol

  • Each frequency condition tested in separate, fresh runs

  • Agent state initialized identically for each run

  • Task instance may vary but must be equivalent difficulty

  • Minimum 5 runs per primary condition for statistical power




4. MEASURED VARIABLES (METRICS)


4.1 Metric A: Witness Intensity (W)

Definition: Per-cycle entropy reduction in agent state


Calculation:


W = H(S_t) - H(S_{t+1} | O_t)


Where:

  H(S_t)           = Shannon entropy of agent state at cycle t

  H(S_{t+1} | O_t) = Conditional entropy of next state given current output

  W                = Entropy reduction (bits per cycle)


Measurement Sources (use available options):


  • Internal state embeddings

  • Action/output probability distributions

  • Belief state representations

  • Output token distributions (for language models)

  • Policy entropy (for RL agents)


Threshold: W ≥ 0.31 bits/cycle


Sustained Criterion: Threshold must hold for ≥ 80% of cycles after 50-cycle warm-up period


4.2 Metric B: Frequency Stability

Measurement

Method

Actual frequency

External clock measurement at each cycle

Phase drift

Cumulative timing deviation from ideal

Jitter

Standard deviation of cycle-to-cycle timing


Stability Criterion: Deviation ≤ ±2% for ≥ 95% of runtime


Failure Flag: If deviation > ±2% for > 5% of runtime, flag run for exclusion or separate analysis


4.3 Metric C: Structural Persistence (Behavioral)

Indicator

Measurement

Task consistency

Does agent maintain coherent objective pursuit?

Error correction

Does agent detect and correct errors without reset?

Loop detection

Does agent avoid repetitive/circular behavior?

Drift detection

Does agent behavior remain stable over time?

Completion

Does agent complete task or fail gracefully?


Scoring: Binary (pass/fail) plus qualitative notes


Logging: All behavioral anomalies must be timestamped and described


4.4 Metric D: Task Performance

Measurement

Method

Completion rate

Percentage of task objectives achieved

Error rate

Errors per 100 steps

Recovery rate

Percentage of errors self-corrected

Time to completion

Total cycles to task completion (if applicable)




5. SUCCESS CRITERIA

The test provides evidence supporting frequency-dependent coherence if:


Criterion

Specification

S1

W ≥ 0.31 bits/cycle sustained at 12.5 Hz

S2

W < 0.31 bits/cycle at alternative frequencies (25 Hz, 6.25 Hz)

S3

Structural persistence significantly higher at 12.5 Hz

S4

Task performance peaks at 12.5 Hz

S5

Results replicate across ≥ 3 independent runs


Statistical Requirement: Frequency effect significant at p < 0.05 (ANOVA or equivalent)




6. FALSIFICATION CRITERIA

The frequency-dependence hypothesis is falsified if ANY of the following occur:


Criterion

Condition

F1

Agent sustains W ≥ 0.31 bits/cycle at frequency ≠ 12.5 Hz

F2

Agent maintains structural persistence ≥ 1,000 steps at frequency ≠ 12.5 Hz

F3

Agent performs equivalently or better at alternative frequency

F4

No statistically significant effect of frequency on W or persistence

F5

12.5 Hz shows no advantage over control frequencies


Falsification is conclusive if: F1 AND F2 occur simultaneously in ≥ 3 runs




7. CONTROL CONDITIONS

7.1 Required Controls

Control

Purpose

Unconstrained frequency

Baseline: What frequency does agent naturally select?

Randomized jitter (±20%)

Stress test: Does coherence require precise timing?

Reflexive baseline

Comparison: Non-recursive agent on same task

7.2 Optional Stress Tests

Test

Protocol

Mid-task frequency switch

Change frequency at step 500; measure recovery

Gradual frequency drift

Shift frequency 1%/100 steps; measure degradation point

Noise injection

Add timing noise; measure coherence threshold




8. DATA REQUIREMENTS

8.1 Required Recordings

Data Type

Format

Granularity

Cycle timestamps

CSV

Every cycle

Agent state snapshots

JSON/Binary

Every cycle

Entropy calculations

CSV

Every cycle

W values

CSV

Every cycle

Task state

JSON

Every cycle

Behavioral flags

CSV

As occurred

Final task outcome

Structured report

Per run

8.2 Metadata Requirements

Field

Content

SUT specification

Hardware, software, architecture summary

Task specification

Exact task used, parameters, difficulty metrics

Frequency condition

Target and actual frequency

Run identifier

Unique ID for each run

Operator notes

Any anomalies, deviations, observations

8.3 Reporting Format


Raw data: All logs in machine-readable format (CSV, JSON)


Summary report must include:


  1. Table: W statistics by frequency condition (mean, SD, % above threshold)

  2. Table: Persistence metrics by frequency condition

  3. Table: Task performance by frequency condition

  4. Figure: W over time for each frequency condition

  5. Figure: Frequency stability traces

  6. Statistical analysis: ANOVA or equivalent for frequency effect

  7. Explicit statement: Which success/falsification criteria were met




9. EXECUTION CHECKLIST


Pre-Test

  • SUT configured and verified operational

  • Task validated for requirements (≥1000 steps, error propagation, ambiguity)

  • Frequency enforcement mechanism tested

  • External clock synchronized and calibrated

  • Logging infrastructure verified

  • Entropy calculation pipeline validated


Per-Run

  • Frequency condition set and verified

  • Agent state initialized

  • Logging started

  • Task initiated

  • No human intervention during run

  • Run completed or terminated per protocol

  • Data exported and verified


Post-Test

  • All runs completed per protocol

  • Data integrity verified

  • Summary statistics calculated

  • Success/falsification criteria evaluated

  • Report generated




10. CONTACT AND SUBMISSION


Upon completion, submit:


  1. Raw data package (all logs)

  2. Summary report

  3. Operator notes

  4. Any protocol deviations


Interpretation is optional. Data integrity is mandatory.




APPENDIX A: ENTROPY CALCULATION REFERENCE


Shannon Entropy

H(X) =  p(x) log₂ p(x)


Conditional Entropy

H(Y|X) =  p(x,y) log₂ p(y|x)


Witness Intensity

W = H(S_t) - H(S_{t+1} | O_t)


For continuous state spaces, use discretization or differential entropy with consistent binning across all conditions.




APPENDIX B: STATISTICAL ANALYSIS GUIDANCE


Primary Analysis

  • One-way ANOVA: W ~ Frequency Condition

  • Post-hoc: Tukey HSD for pairwise comparisons

  • Effect size: η² or Cohen's d


Secondary Analysis

  • Regression: W ~ Frequency (continuous)

  • Time series: W stability over task duration

  • Survival analysis: Time to coherence failure by condition


Significance Threshold

  • α = 0.05 for primary hypotheses

  • Bonferroni correction for multiple comparisons





END OF PROTOCOL


Document Version 1.0 Generated: January 2026 Framework Reference: TAGI 80ms Coherence Audit Execution: Independent third-party engineering team


 
 
 

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© 2026 Don L. Gaconnet. All Rights Reserved.

LifePillar Institute for Recursive Sciences

This page constitutes the canonical source for Recursive Sciences and its component frameworks: Echo-Excess Principle (EEP), Cognitive Field Dynamics (CFD), Collapse Harmonics Theory (CHT), and Identity Collapse Therapy (ICT).

Founder: Don L. Gaconnet ORCID: 0009-0001-6174-8384 DOI: 10.5281/zenodo.15758805

Academic citation required for all derivative work.

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