Maple Brain Lab · Research Protocol

Recursive learning without recursive collapse

DOGMA and Hermon DNA may generate curricula, critiques, hard negatives, and bounded architecture proposals. They may not silently train on their own world model. Improvement is a lineage of candidates judged by independent, frozen evidence.

Why the guardrails matter

Self-generated data can erase the tails of reality

Recursive training is useful only when generated material remains attached to real observations and external tests. Research on model collapse shows that indiscriminate generational training can lose rare events and progressively distort the learned distribution. Maple therefore treats synthetic data as a proposal source, never as ground truth.

Nature paper

Closed Loop

Failure becomes curriculum; evidence decides promotion

01

Observe

Collect immutable real-data anchors, benchmark failures, and provenance-rich interaction traces. Generated samples are always labeled as generated.

02

Diagnose

Cluster errors by capability, calibration, invariance, contamination, and distribution shift. A cycle begins from measured failure, not elapsed time.

03

Propose

Generate curriculum changes, hard negatives, objective weights, or bounded architecture mutations. Every proposal declares a hypothesis and compute budget.

04

Train candidate

Train in isolation from production with versioned data manifests. Preserve real data in every cycle and cap synthetic-data contribution.

05

Challenge

Run frozen held-out suites, reverse-complement controls, rare-case retention, forgetting tests, calibration, and matched-compute baselines.

06

Archive

Retain a scientifically useful stepping stone when it is best in a declared behavior cell, even if it is not safe to deploy.

07

Promote or reject

Promote only on global objective improvement with every hard gate passing. Keep rollback and feed diagnosed failures into the next cycle.

Non-Negotiable Contract

A model can propose its next lesson. It cannot approve itself.

  1. A candidate cannot write its own passing grade.
  2. Frozen real-data anchors remain present across every generation.
  3. Synthetic examples carry generator, prompt, model, and filter provenance.
  4. Evaluation sets are isolated from curriculum generation and training.
  5. Rare and difficult cases are tracked explicitly to detect tail collapse.
  6. Architecture changes compete under matched tokens, parameters, and compute.
  7. Promotion requires reproducibility across seeds and a retained rollback checkpoint.
  8. Production weights never mutate online; learning produces a new candidate lineage.
Real-data sampling floor65%

A cycle may use synthetic proposals, but audited real anchors retain the majority of sampling mass.

Fixed probe seeds2

Every DNA, explanation, and self-critique probe must pass under seeds 17 and 29.

Variables changed per ordinary cycle1

Bounded single-variable mutation keeps failure analysis possible on limited compute.

Critical regressions allowed0

Archive membership preserves research diversity; deployment still requires every hard gate.

Promotion Gate

Six receipts for every accepted generation

Capability delta

The candidate improves the targeted frozen suite with confidence intervals or repeated-seed evidence.

No critical regression

Prior capabilities, rare classes, calibration, safety, and long-context behavior stay within preregistered bounds.

Data integrity

No train/eval overlap, unverifiable sample, hidden generator, or unlicensed source enters the accepted manifest.

Compute fairness

Architecture claims use matched tokens, parameters, wall-clock, memory, and accelerator budget where applicable.

Reproducibility

Another seed or worker reproduces the direction of improvement and produces a complete lineage record.

Rollback

The previous accepted checkpoint, data manifest, optimizer state, and serving route remain recoverable.

Different Recursions

DOGMA evolves architecture; Hermon DNA evolves representation and evidence

DOGMA

Bounded architecture evolution

Candidates may alter tetra scales, state dimension, regulation sparsity, mixer kernels, memory size, or objective weights inside a declared search space. Matched-compute ablations decide whether the mutation survives.

failure → hypothesis → bounded mutation → matched baseline → promote/reject

Hermon DNA

Evidence and curriculum evolution

Candidates may mine uncertain examples, generate matched hard negatives, rebalance underperforming tasks, or add retrieved evidence. Frozen biological splits and calibration gates decide promotion.

error cluster → hard cases → encoder candidate → isolated suite → promote/reject

Methods

Self-training ideas and their limits