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THE MIZAN STANDARD

A Specification for Cryptographically Verifiable Trading Track Records

Version 1.0 · Status: Published · 2026 · Mizan Verification, Inc.

License: CC BY 4.0 — anyone may implement, cite, or extend this specification with attribution.


Abstract

This document specifies an open standard for verifiable track records: a trading

strategy's performance claim, proven honest by cryptographic proof rather than asserted by

its author. A conforming credential establishes — to any verifier, trusting no issuer — that

a strategy's reported statistics were computed correctly, on committed data, net of a

committed cost floor, deflated for the committed size of the search that produced it, without

revealing the strategy itself. The standard defines three conformance Levels, the exact

requirements of each, the verification procedure, the boundaries it refuses to certify, and

the governance under which it evolves. It is designed to be implemented by parties other than

its author, and to be checkable rather than believed.

The key words MUST, MUST NOT, SHALL, SHOULD, and MAY are used as normative

requirement levels throughout.


1. Scope and Purpose

Every track record in systematic finance is, today, graded by the party with the greatest

incentive to shade it, and the tools that check it verify only that a number was reported,

not that it is true. This standard exists to close that gap. It defines what it means for a

performance claim to be verifiable: reproducible by an independent party, from committed

inputs, with no trust placed in the issuer.

This standard governs the claim, not the strategy. A conforming credential proves

properties of a track record while the strategy, its parameters, and (at Level III) its data

remain private. It is asset-class agnostic: equities, futures, FX, commodities, crypto, and

rates are all in scope where a canonical, committable price series exists.

2. Definitions

Credential. A cryptographic proof object asserting that a strategy's committed statistics

cleared a defined gate on committed data. A credential is PASS or FAIL; both are valid

credentials.

Committed data. A price series bound to a Merkle root that the proof references; the

verifier re-derives the root from its own copy and MUST reject on mismatch.

Committed cost floor. A minimum per-side fee and slippage. The committed costs are charged

in-circuit; the floor itself MUST be checked by the conforming verifier, and SHOULD be enforced in-circuit.

An issuer MAY commit higher costs but MUST NOT commit lower.

Trial ledger. A commitment to the complete set of strategies evaluated in a search. The

trial count N is the leaf count of this commitment, not a value the issuer reports.

Era. The exact proving program, identified by its cryptographic image hash. A credential

names the era that judged it and remains verifiable against that era permanently.

Verifier. Any independent party running the era-pinned verification procedure. The

verifier trusts no issuer and re-derives every asserted property locally.

3. Conformance Levels

A credential MUST declare exactly one Level. Higher Levels subsume the requirements of all

lower Levels.

Level I — Honest Execution

The claim: this performance actually happened, as stated, on real data, net of real costs.

A Level I credential MUST prove, in-circuit:

1. The reported return, Sharpe, drawdown, and worst-bar are the correct results of applying the

committed strategy to the committed data.

2. The committed per-side costs were charged on every transaction; that they meet or exceed the

floor is confirmed by the verifier (§6, step 5), with in-circuit floor enforcement RECOMMENDED.

3. No lookahead: the position at bar t depends only on data through bar t.

4. The annualization basis is consistent with the committed data window (calendar-honest;

over-counting is rejected).

5. The strategy specification is absent from the proof — present only as a sealed commitment.

Level I answers did this happen? It does not address luck.

Level II — Deflated for Trials

The claim: this result is not merely real, but unlikely to be luck given how it was found.

A Level II credential MUST, in addition to Level I:

1. Commit the complete trial ledger before evaluation, so that N is the leaf count of the

committed tree and cannot be understated.

2. Force the presented winner, in-circuit, to be the maximum of the committed trials.

3. Recompute the anti-overfitting statistics inside the proof: at minimum the **Deflated Sharpe

Ratio (Bailey & López de Prado) using the committed N; a conforming implementation SHOULD**

also compute the Probability of Backtest Overfitting (CSCV) and MAY compute the

Probabilistic Sharpe Ratio, the Superior Predictive Ability test, and combinatorial purged

cross-validation over the committed set.

4. Report every computed statistic, pass or fail. A credential MUST NOT report a subset that

flatters the result.

Level II answers is it skill or luck, given the search? It is the level at which the standard's

central contribution — the committed trial ledger — binds.

Level III — Sealed & Allocatable

*The claim: everything above, provable by a manager who reveals nothing, to an allocator who

trusts no one.*

A Level III credential MUST, in addition to Level II:

1. Prove the track record while the strategy or model runs entirely on the submitter's own

machine, submitting only committed decisions (the sealed path). The model MUST NOT be

recoverable from the credential.

2. Bind an owner key so the credential's holder is provable.

3. Be extensible as a chained track: the same committed strategy re-proven over a growing

data window, each link cryptographically bound to its parent, so that bars arriving after a

commitment carry forward-evidence weight.

Level III is the allocatable credential: a manager proves an edge to an allocator without

disclosure, and the allocator verifies it without trust.

4. Verification Procedure

A conforming verifier MUST, given a credential and the verifier's own copy of the data:

1. Confirm the proof's guest image hash equals the era the credential names.

2. Verify the cryptographic proof.

3. Re-derive the data root from the verifier's own data and confirm it matches the committed root.

4. Confirm the gate policy in the proof is the canonical policy for the declared Level.

5. Confirm costs meet or exceed the floor and the annualization basis is bound to the data.

6. Confirm the trial count is the committed leaf count (Level II+) and the winner is its maximum.

7. Emit the verdict. The verifier MUST return a failure indication on any check that does not

pass, and MUST NOT require trust in the issuer at any step.

A verification implementation SHOULD be distributable and runnable offline. The reference

verifier completes in milliseconds and is available under an open license.

5. What This Standard Does Not Certify

Stated normatively, because the boundary is the standard's integrity:

- A credential is a seal on history, not a forecast. It MUST NOT be represented as

predicting future returns.

- It does not model capacity, market impact, or fill quality beyond the committed cost

floor, and MUST NOT be represented as doing so.

High-frequency and fill-dependent strategies are out of scope, permanently. Bar data

cannot honestly establish counterfactual fills; a proof of a fill that did not happen is a

proof of fiction. A conforming implementation MUST refuse them.

- The trial ledger binds the committed search. Trials run off-ledger are not covered; closing

that residual requires forward pre-registration (an anchored ledger timestamped before the

out-of-sample bars exist). A credential MUST disclose whether it is a sealed backtest or a

pre-registered forward record.

6. Governance (Era Law)

The engine that issues credentials evolves; the standard governs that evolution so no issuer —

including the standard's author — can retroactively change what a past credential means.

1. A credential names its judge. It commits the image hash of the era that produced it.

2. Eras are superseded, never revoked. A changed engine is a new era with a new hash; old

credentials verify against their own era permanently.

3. A changed judge is a new judge. Any change reaching the compiled proving program is, by

definition, a new era.

4. Weakness is disclosed, not rewritten. A soundness gap in a frozen era is published as

status, with the credential remaining checkable; the reader, not the issuer, decides its worth.

This specification is itself versioned under the same discipline. This is Version 1.0;

future versions supersede but never invalidate credentials issued under prior versions.

7. Implementation and Conformance Claims

Anyone MAY implement this standard. A party claiming conformance MUST publish, for each

credential: its declared Level, the era hash, the committed data root, and a re-verifiable proof

object. A party MUST NOT describe a credential as conforming to a Level whose requirements it

does not meet.

The reference implementation, a public registry of conforming credentials — including the

issuer's own published failures — and an open verifier are maintained at mizan.market. To the

authors' knowledge, it is the first production system to enforce both the deflation program and

the multiple-testing program of backtest honesty inside a zero-knowledge proof. That claim is

falsifiable; a conforming competing implementation would falsify it, and the standard exists in

part to make that possible.

8. Citation and Attribution

This standard implements published statistical and cryptographic work; the full citation lineage

is maintained at mizan.market/research/lineage. None of the cited authors has endorsed this

standard; the citations run one direction — we implement their work and take responsibility for

the implementation.

Corrections to this specification are invited and will be published, with attribution, under the

same discipline applied to the reference implementation's own numbers: [email protected].


The MIZAN Standard, Version 1.0 · Mizan Verification, Inc. · CC BY 4.0 · Prove the edge. Never reveal the strategy.

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