From 3b13fdbfde3c465825e799db469537ace3383631 Mon Sep 17 00:00:00 2001 From: mrwulf Date: Mon, 17 Aug 2026 11:53:40 +0200 Subject: [PATCH] paper v0.13: the Green-persona approachability revision A referee persona (deep crypto, shallow Lean, no prior drafts) read the whole paper; all findings applied, ~40 edits, none touching technical content: - house terms defined at first use: certificate (in contributions), accumulator (= the log's Merkle tree + verifiers), signed view (4.2), pin rule/pin-store (named at their definition, 4.3), axiom cone as the one canonical synonym, loop-fidelity glossed, facade tied to its entry point, scope block named in 3.1, oracles marked 'uninterpreted function symbols, not random oracles' - operator 'verdict' renamed label everywhere (Verdict stays the consumer algorithm); fork disambiguated (codebases vs fork evidence) - notation: declarations T_i -> Theta_i (tier collision), HIST chain k kept but challenge scalar -> c and signature bytes -> R-bar (k/r_1 overloads resolved); tiers T1-T4 introduced in 6.1 body - theorem-statement sensitivity: Thm 8 scoped to the recursive verifiers in the STATEMENT; Prop 1's 'exhibited' made conditional with pointer; Thm 3 carries its honest-pin note; Def 2(iii) gets the forgery caveat; Lemma 5 declared a restatement of Prop 2 - ghost references resolved (whole-tree root binding stated in place, twice); revision residue purged (Post-submission -> Subsequently closed; tense unified; hardened state, guarded replay, KNOWN-GAPS explained); 6.2 retitled 'A second instantiation' - six triple-read sentences rewritten per referee (them-sentence, vacuous->trivially-by-counting with real non-vacuity guard wording, pin supplier, physical-execution antecedent, bridges-land, App E factorization) - appendices A-D now each cited from the body; App D states its shared opaque boundary; FIPS 205 added to the bibliography [23] and cited - abstract divergence sentence rewritten (divergence not 'boundary', past tense, closure named, 'the corresponding log entry') Gate green: v0.13, 25pp; pages 1/16/25 eye-checked; suite 156. --- paper/README.md | 9 +- paper/ltl.pdf | Bin 219064 -> 223273 bytes paper/ltl.tex | 176 +++++++++++++++---------- provider/src/pacta_provider/webdocs.py | 2 +- 4 files changed, 114 insertions(+), 73 deletions(-) diff --git a/paper/README.md b/paper/README.md index 404113c..7cacd39 100644 --- a/paper/README.md +++ b/paper/README.md @@ -1,13 +1,16 @@ # Which file is current? -**`ltl.pdf` / `ltl.tex` — the current paper (v0.12, revised August 2026).** +**`ltl.pdf` / `ltl.tex` — the current paper (v0.13, revised August 2026).** The review process concluded in August 2026. v0.10 folded in the corrections queued during the freeze (the closed consistency-verifier divergence with its `sn = 0` root cause, replay-harness-integrity limitation, claim-matrix row); v0.11 brought the paper up to the live system: the nineteen-leaf dual-signed deployment, the SLH-DSA (FIPS 205) -verify-path instantiation, and its certificate appendix; v0.12 unifies -entry numbering on 0-based leaf indices throughout. The +verify-path instantiation, and its certificate appendix; v0.12 unified +entry numbering on 0-based leaf indices; v0.13 is the approachability +revision from an external-persona referee pass (house terms defined at +first use, theorem statements carry their own scoping, notation +collisions resolved, FIPS 205 reference added). The version submitted for review (July 17, 2026, sha256 `7f140356…`) is preserved unchanged in this repository's git history. 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zfQRr1p2X9590t$f1-yj!#c%V$?pA=hgB6NDDDVvb2M{TuO_pc_9SkuyGcY#_B_%~q FMhX%|F3$h} diff --git a/paper/ltl.tex b/paper/ltl.tex index abf4f4c..6528dab 100755 --- a/paper/ltl.tex +++ b/paper/ltl.tex @@ -48,7 +48,7 @@ showstringspaces=false,breaklines=true,xleftmargin=.5em,xrightmargin=.5em} \large A Transparency Model and the Lean Transparency Log} \author{Olaf Horvath\\ \small Olaf.Horvath@zkdefi.org \quad ORCID 0009-0004-8008-5805} -\date{July 2026 \\ {\normalsize Revised: August 2026 --- v0.12}} +\date{July 2026 \\ {\normalsize Revised: August 2026 --- v0.13}} \begin{document} \maketitle @@ -82,11 +82,12 @@ project-specific uninterpreted SHA-256 boundary axiom) and, as its newest entry, eleven certificates over the SLH-DSA-SHA2-128s verifier. Since tree size 14 every signed head additionally carries a deterministic SLH-DSA co-signature --- produced with the parameter set whose verification path the -log itself attests. The mechanization effort also exposed, -via differential testing, a nontrivial implementation boundary --- the -deployed iterative consistency verifier is not extensionally equal to the -recursive model on malformed size claims --- and the leaf records this -limitation explicitly. The contribution is a cryptographic distribution +log itself attests. The mechanization effort also exposed, via +differential testing, a nontrivial model/implementation divergence --- on +malformed size claims, the deployed iterative consistency verifier was not +extensionally equal to the recursive model proved in Lean (since closed; +this paper reports the pre-closure measurements) --- recorded explicitly +in the corresponding log entry. The contribution is a cryptographic distribution model for machine-checked correctness evidence, with an end-to-end deployed instantiation that carries scoped proofs about its own accountability machinery. @@ -147,7 +148,9 @@ temporal logic~\cite{pnueli}; we note the collision once and rely on context.} is the complete instantiation evaluated in this paper. Its subjects are four Rust Ed25519 codebases with Lean~4~\cite{lean4} certificates against extracted models. Leaf 12 --- its thirteenth entry --- attests the Lean corpus -that mechanizes the log's own accumulator arguments. Thus the paper's central +that mechanizes the security arguments of the log's own Merkle accumulator +(the tree of \S\ref{sec:construction} together with its inclusion and +consistency verifiers). The paper's central claim survives replacement of Lean, Ed25519, or RFC~9162 by other components; what is essential is the distribution and accountability model. @@ -169,8 +172,8 @@ those observations with their own policy; operator labels can veto but cannot grant acceptance. We state clearly that axiom-name equality is not semantic identity of theorem statements. \item \textbf{A deployed cryptographic case study.} -The log contains nineteen leaves: three four-fork replay generations for the -Ed25519 codebases (the newest at 44 certificates per fork), two attestations +The log contains nineteen leaves: three replay generations across the four +Ed25519 codebases (the newest at 44 certificates per fork; a \emph{certificate} throughout this paper is one theorem's kernel-checked proof together with its recorded axiom cone), two attestations of the accumulator's own Lean corpus (leaf 12 carries an environment-derived audit inventory of 222 compiled constants, 61 human-reviewed certificate cones, and a single uninterpreted SHA-256 axiom; leaf 17 re-attests the @@ -183,7 +186,7 @@ verifier and the recursive model proved in Lean are not extensionally equal: there are malformed size/root combinations accepted only by the deployed verifier. We characterize 3,867 divergences in 73,573 pinned boundary tests --- every one deployed-accepts-only --- and scope the public attestation -accordingly. (Post-submission closure, July 2026: the divergence was traced to +accordingly. (Subsequently closed: the divergence was traced to the deployed verifier omitting RFC~9162 \S2.1.4.2 Step~7's terminal $sn=0$ condition; restoring that one conjunct removes every divergence in the pinned family, confirmed by a three-way regression against an independent @@ -197,16 +200,18 @@ binary correspondence, compiler correctness, extraction faithfulness, side-channel resistance, SHA-512 correctness, or execution provenance of the signing binary. The present leaf schema identifies theorem declarations by repository commit and name, not by a canonical digest of their elaborated Lean -types. These are explicit boundaries, not hidden qualifications. +types. These are explicit boundaries, not hidden qualifications +(Appendix~\ref{app:matrix} tabulates every consumer-facing claim with its +establishing mechanism and remaining assumption). \section{The distribution problem}\label{sec:problem} \subsection{Three evidence modes} Let a subject repository at commit $g$ contain theorem declarations -$T_1,\dots,T_q$. A deterministic verifier execution produces an observation -$O_g$ containing success/failure and the reported assumption cone of each -$T_i$ --- the set of axioms the checked proof of $T_i$ ultimately rests on. There are three natural ways to consume this result. +$\Theta_1,\dots,\Theta_q$. A deterministic verifier execution produces an observation +$O_g$ containing success/failure and the reported \emph{axiom cone} (synonymously, the observed axiom-name set) of each +$\Theta_i$ --- the set of axioms the checked proof of $\Theta_i$ ultimately rests on. There are three natural ways to consume this result. \begin{description}[leftmargin=1.5em,itemsep=4pt] \item[Direct replay.] The consumer reconstructs the verifier environment and @@ -293,7 +298,8 @@ A replay attestation $a$ contains at least \] where $N_i$ is a declaration name, $s_i$ is replay status, and $A_i$ is the observed axiom-name set. The deployed schema additionally carries diagnostics, -resource controls, scope, and exclusions. +resource controls, a machine-readable \emph{scope block} (the deployed +leaf-12 instance is quoted verbatim in Appendix~\ref{app:entry13}), and exclusions. \begin{definition}[Attestation-transparency scheme] An attestation-transparency scheme is a~\mbox{tuple} @@ -304,7 +310,7 @@ An attestation-transparency scheme is a~\mbox{tuple} over a hash function and signature scheme. $\mathsf{Append}$ commits the canonical serialization of an attestation as the next leaf and returns a signed tree head. $\mathsf{Verdict}$ is parameterized by consumer-local policy and -does not consume an operator verdict as positive evidence. +does not consume an operator label as positive evidence. \end{definition} \begin{definition}[Accountable replay distribution] @@ -315,9 +321,10 @@ determined leaf value at its claimed position; (ii) a consumer accepts a later view only as the same view or a verified extension; (iii) two valid equal-size heads with unequal roots, in one log and protocol context, form transferable evidence -that the key holder signed incompatible views; and (iv) positive acceptance of +that the key holder signed incompatible views, except under signature +forgery; and (iv) positive acceptance of a theorem boundary is a function of recorded observations and consumer-local -policy, not of an operator verdict. +policy, not of an operator label. \end{definition} The definition is intentionally an accountability property, not a validity @@ -389,8 +396,8 @@ of the operator public key. The model deliberately does not cryptographically exclude fabricated kernel observations; the same holds when the operator's replay harness is defective -rather than dishonest. That is a statement about a physical execution on the operator's -machine. The mechanism instead makes the claimed execution target precise +rather than dishonest. Whether the kernel actually ran as claimed is a +fact about a physical execution on the operator's machine. The mechanism instead makes the claimed execution target precise enough for a third party to replay. \subsection{Consumer goals} @@ -407,7 +414,7 @@ a later view only if it is the same view or a verified extension. Two valid heads of equal size and unequal roots, in one log context, are transferable evidence that the key holder signed incompatible views. Unequal-size forks require retained history, gossip, or a witness. The transition discipline -itself is syntactic, enforced by the pin rule by construction; the semantic +itself is syntactic, enforced by the pin rule (\S4.3) by construction; the semantic content --- an opened position cannot change value across accepted views --- is a theorem (\S\ref{sec:games}). \item[G3: Policy separation.] The operator's positive label cannot make a @@ -459,15 +466,17 @@ consistency proofs are the RFC~9162 algorithms~\cite{ct2}. A tree head contains schema-version and type tags, a log identifier, tree size, root hash, timestamp, and hash-algorithm identifier. The canonical JSON serialization of those fields is signed with Ed25519. The log identifier and version tag prevent -cross-log and cross-protocol replay. +cross-log and cross-protocol replay. We call the leaf history a head +commits to a \emph{view}, and write \emph{signed view} for that history +as represented by its signed head. Since tree size 14, every head additionally carries a \emph{deterministic} SLH-DSA-SHA2-128s (FIPS~205) signature over the same payload. The co-signature is additive: the Ed25519 signature remains the one every consumer must verify, and heads published before size 14 carry no -post-quantum signature --- the standalone verifier reports them as absent -rather than failing them, because an append-only log keeps the history of -its own signature scheme. Determinism is chosen as an audit primitive: a +post-quantum signature --- the standalone verifier reports the co-signature as +absent on such heads rather than rejecting them: an append-only log +necessarily preserves the history of its own signature-scheme upgrades. Determinism is chosen as an audit primitive: a deterministic re-sign of the same payload is byte-comparable, so ``same input, same signature'' becomes a diff rather than an assurance. The co-signature closes a further loop: its parameter set is exactly the one @@ -491,6 +500,9 @@ same-size fork evidence; \item larger size: accept iff a consistency proof verifies, then update; \item smaller size: reject as rollback. \end{itemize} + +We call this transition discipline the \emph{pin rule}, and the persisted +pair $(n_{\mathrm{pin}},r_{\mathrm{pin}})$ the \emph{pin-store}. Freshness is an external availability policy. A persisted pin detects rollback relative to local history; it does not prove that a client sees the globally latest signed head. @@ -523,9 +535,10 @@ This section states the consumer-facing arguments in the form used by the Lean mechanization. The proofs are elementary but explicit: successful false openings yield concrete SHA-256 collisions rather than appealing to an informal ``Merkle trees are secure'' statement. The explicitness is load-bearing: over a -fixed-width hash a bare ``some collision exists'' is vacuously true by -counting, so each soundness statement is about a named extractor function, and -the corpus pins a machine-checked non-vacuity guard for every extractor. +fixed-width hash, ``some collision exists'' is trivially true by counting; +each soundness statement therefore names an explicit extractor function, +and the corpus pins a machine-checked guard that each extractor's output +really is a collision (distinct preimages, equal digests). \subsection{Inclusion} @@ -588,7 +601,9 @@ $|D_0|=n_0\le n_1=|D_1|$, $D_0\neq D_1[0{:}n_0]$, and \ConsRec(n_0,n_1,C,\top,\MTH(D_0)) =(\MTH(D_0),\MTH(D_1)), \] -$\mathcal{E}_{\rm cons}(D_0,D_1,C)$ returns a SHA-256 collision. +$\mathcal{E}_{\rm cons}(D_0,D_1,C)$ returns a SHA-256 collision. (The hypothesis supplies the honest +$\MTH(D_0)$ as the pinned value; \S5.3 measures the deployed flow, which +has no such mechanized supplier.) \end{theorem} \begin{proof} The new-root component is a hash fold over the shape of the $n_1$ tree. Compare @@ -602,13 +617,16 @@ collision. \end{proof} The theorem's hypothesis pins the honest old root $\MTH(D_0)$. The deployed -flow has no mechanized supplier of that pin; the next subsection measures what -the iterative verifier does when size claims alone steer its walk. +flow contains nothing mechanized that guarantees the pinned value is the +honest old root; the next subsection measures the iterative verifier's +behavior when only the claimed sizes constrain its reconstruction. \begin{proposition}[Pin-store safety] Assume EUF-CMA security of the head signature and collision resistance of SHA-256. A consumer following the pin transition accepts only a nondecreasing -sequence of sizes whose exhibited leaf lists are prefix-related. Two accepted +sequence of sizes; if leaf lists are exhibited for two accepted heads, +they are prefix-related except under collision (see the mapping paragraph +of \S\ref{sec:games}). Two accepted heads under the same key, in one log context, with equal size and unequal roots are transferable evidence that the key holder signed incompatible views. @@ -616,7 +634,8 @@ views. \begin{proof} Rollback is rejected syntactically. At equal size the transition is accepted only with equal roots; if the two exhibited equal-length leaf lists differed, -whole-tree binding would extract a SHA-256 collision, so under collision +whole-tree root binding (each root determines its committed leaf list up +to collision) would extract a SHA-256 collision, so under collision resistance the lists are equal. A larger head is accepted only after a consistency proof, so non-prefix acceptance yields a collision by the previous theorem. Equal-size unequal roots in one log context, with valid signatures, are two @@ -630,7 +649,7 @@ certificate is a function only of $\Obs_a(c)$ and $\Policy(c)$. An operator label cannot change a nonconforming observation into a conforming one. \end{proposition} \begin{proof} -The comparison is set equality and takes no positive operator verdict as input. +The comparison is set equality and takes no positive operator label as input. A deployment may conservatively treat an operator failure label as a veto, but a veto cannot grant acceptance. \end{proof} @@ -989,7 +1008,7 @@ queried to the signing oracle; its valid signature is an existential forgery, which $\mathcal{B}_{\rm fr}$ outputs. \end{proof} -\begin{lemma}[Policy separation]\label{lem:policy} +\begin{lemma}[Policy separation --- Proposition~2 restated for the scheme package]\label{lem:policy} For every leaf $a$ and certificate $c$, the verdict computed by $\mathsf{Verdict}$ equals $[\Obs_a(c)=\Policy(c)]$; it reads no operator label, and acceptance consults the operator's status only as a veto. This is @@ -1008,8 +1027,8 @@ separation. \end{definition} \begin{theorem}[Collision-extractable accountability of the construction]\label{thm:main} -The LTL construction --- the RFC~9162 tree, the canonical signed heads of -\S4.2 in their fixed context $\chi$, the pin rule of \S4.3, and the policy +The LTL construction with the recursive verifiers of \S\ref{sec:security} +--- the RFC~9162 tree, the canonical signed heads of \S4.2 in their fixed context $\chi$, the pin rule of \S4.3, and the policy verdict of \S\ref{sec:model} --- is collision-extractably accountable, with $\mathcal{B}_{\rm pb}$ ($\le 2(\lceil\log_2 n\rceil{+}1)$ hash evaluations), $\mathcal{B}_{\rm hist}$ ($O(k\log n_k)$), and the one-forgery reductions @@ -1088,52 +1107,58 @@ per fork --- the log records both generations as separate leaves), covering: mathematical point equation. \end{itemize} -The signature apex can be summarized as follows. Let $k$ be the challenge -scalar produced by an opaque SHA-512 boundary and let $r_1$ be the raw $R$ bytes +The signature apex is organized as four tiers T1--T4 +(Appendix~\ref{app:tiers}). Let $c$ be the challenge scalar produced by an opaque SHA-512 boundary and let $\bar R$ be the raw $R$ bytes from the signature. The corpus separates: \begin{description}[leftmargin=1.5em,itemsep=2pt] \item[T1:] acceptance iff the verifier's recomputed compressed bytes equal -$r_1$; +$\bar R$; \item[T2:] those recomputed bytes are the canonical encoding of -$[k](-A)+[s]B$; +$[c](-A)+[s]B$; \item[T3:] canonical encoding is injective on valid curve points; \item[T4:] acceptance iff constructive decompression of $R$ yields -$[k](-A)+[s]B$. +$[c](-A)+[s]B$. \end{description} The separation keeps residual assumptions visible. SHA-512 and selected wire-format interfaces are opaque boundaries at the apex; lower arithmetic and group certificates use the foundational Lean axioms observed in the corpus. -\subsection{The SLH-DSA verify path: the method on second terrain}\label{sec:slhdsa} +\subsection{A second instantiation: the SLH-DSA verify path}\label{sec:slhdsa} -The second campaign extracts the verification path of SLH-DSA (FIPS~205, +The second campaign extracts the verification path of SLH-DSA +(FIPS~205~\cite{fips205}, parameter set SHA2-128s) from a pinned pure-Rust implementation through the same Charon/Aeneas route, starting from one monomorphic entry point with the five hash primitives marked opaque at the extraction boundary. The corpus is -eleven certificates: ten loop-fidelity theorems (chain walking, WOTS -recomputation and checksum, XMSS and FORS Merkle ascent, hypertree layering, -digit/byte plumbing) and an acceptance characterization, +eleven certificates: ten \emph{loop-fidelity} theorems --- each stating +that an extracted loop computes the same value as a reference recursive +fold --- covering chain walking, WOTS recomputation and checksum, XMSS and +FORS Merkle ascent, hypertree layering, and digit/byte plumbing +(Appendix~\ref{app:slhtiers} lists each with its exact cone) and an acceptance characterization, \code{slh_verify_128s_accepts_iff}: for every message digest, signature, and public key at these parameters, the extracted verifier accepts exactly when the recomputed hypertree root byte-equals the public key's root --- no other acceptance path exists. The terrain differs from Ed25519 in one structural way, and the leaf says so. -The Ed25519 bridges land in an independent second semantics -($\mathbb{Z}/p\mathbb{Z}$, which the proof library understands without ever -seeing the extracted code); SLH-DSA verification is hash chains and Merkle -nodes all the way down, so the reference folds are built from the same five -uninterpreted hash oracles (\code{h_msg}, \code{f}, \code{h}, -\code{t_l}, \code{t_len}, modeling the SHA-256 instantiations) that the -extracted loops call. Each loop certificate therefore makes the extracted +For Ed25519, each theorem relates extracted code to an independent +mathematical semantics (arithmetic over $\mathbb{Z}/p\mathbb{Z}$, +formalized with no reference to the extracted code); SLH-DSA verification +is hash chains and Merkle nodes all the way down, so its reference +specifications are folds over the same five uninterpreted hash oracles +(\code{h_msg}, \code{f}, \code{h}, \code{t_l}, \code{t_len}, modeling +the SHA-256 instantiations --- uninterpreted function symbols in the +logic, not random oracles) that the extracted loops call --- there is no +independent second semantics to land in. Each loop certificate therefore makes the extracted control flow \emph{visible} --- small, sequential, checkable against the standard's algorithms --- while the reading of fold against FIPS~205 remains a declared human step. The audit enforces every certificate's axiom set exactly in both directions, and the cone \emph{grows} up the pyramid --- pure bit arithmetic rests on the kernel alone; the apex carries all five oracles (Appendix~\ref{app:slhtiers}). Scope, stated in the leaf: the proved -subject is a monomorphic facade whose bridge to the deployed generic verifier +subject is a monomorphic facade (the fixed-parameter entry point above) +whose bridge to the deployed generic verifier is a 137-case differential test; one inner digit-extraction loop carries no certificate; signing and key generation were never extracted. @@ -1181,13 +1206,15 @@ Every signed head issued since public mirroring began is retained --- twelve heads, at tree sizes 8 through 19, dual-signed from size 14 on --- together with every leaf and receipt, in an append-only Git mirror; a clone re-verifies the entire log offline with the repository's standalone verifier. -The first twelve leaves are three four-fork replay generations. Leaves 0--3 +The first twelve leaves are three replay generations across the four +Ed25519 codebases. Leaves 0--3 record a failed audit run and remain permanently visible. Leaves 4--7 record a clean replay. Leaves 8--11 re-attest rewritten repository histories rather than replacing the old leaves. Leaf 12 attests the accumulator's own Lean corpus (\S\ref{sec:deployment}, E3); leaves 13--16 re-attest the four Ed25519 corpora at 44 certificates each; leaf 17 re-attests the accumulator -corpus at its hardened state; and leaf 18 attests the SLH-DSA-SHA2-128s +corpus at its hardened state (the same corpus after closure of external +review findings); and leaf 18 attests the SLH-DSA-SHA2-128s verification path --- the log's first post-quantum subject, and the scheme that has co-signed every head since size 14. A leaf whose pinned commit ceases to be distributed decays from a replayable claim to a historical record; consumers @@ -1252,7 +1279,8 @@ path. Heads are dual-signed from size 14 on.} Leaf 12 is not a claim that the whole service is formally verified. The Lean corpus covers the recursive Merkle model, inclusion completeness and collision-extracting soundness, the consistency extractor, and the Merkle-layer -share of pin-store safety. The abstract root-binding lemma from the paper is +share of pin-store safety. The folklore whole-tree root-binding property (a root determines its +committed leaf list up to SHA-256 collision) is mechanized through the specializations needed by the extractors rather than as one quantified hash-fold theorem. Signature unforgeability, execution provenance, the full signed-head state machine, asymptotic cost, and the @@ -1278,9 +1306,10 @@ Scheme-level games (\S\ref{sec:games}) & paper-level explicit reductions & two-t \subsection{Cost and reproducibility} A replay of one Ed25519 fork requires approximately 30 minutes of end-to-end -guarded replay time under the pinned environment, a figure corroborated by the +resource-guarded (memory- and time-capped) replay time under the pinned environment, a figure corroborated by the inter-leaf issuance spacing visible in the published log. Receipt verification requires one Ed25519 -signature and a logarithmic number of SHA-256 node computations. The +signature and a logarithmic number of SHA-256 node computations (the +complete inclusion core is printed as Appendix~\ref{app:verifier}). The accumulator corpus is independently reviewable with a pinned public Lean release; an environment-derived inventory fails closed on added, removed, or axiom-smuggling declarations. @@ -1381,8 +1410,9 @@ explicitly open. \section{Limitations and research agenda}\label{sec:limitations} -The subject corpus maintains a numbered ledger of fifteen known gaps together -with their closure options; this section groups the load-bearing ones. +The subject corpus maintains a numbered public file, \code{KNOWN-GAPS}, +of fifteen gaps with their closure options (the scope block of +Appendix~\ref{app:entry13} cites its items 14 and 15); this section groups the load-bearing ones. \paragraph{Operator observation trust.} A malicious operator can fabricate a replay report. Signatures and Merkle @@ -1416,7 +1446,7 @@ isolated clients to receive that view. Independent witnesses or gossip are the natural next deployment step. \paragraph{Consistency refinement.} -The recursive model is proved; the iterative deployment diverges from it on +The recursive model is proved; the iterative deployment diverged from it on malformed inputs, every observed divergence being deployed-accepts-only. The strongest closure is either to deploy $\ConsRec$-equivalent semantics or to mechanize the signed-head and pin-store flow and prove the authentic-pair refinement theorem. @@ -1486,7 +1516,7 @@ The author designed the system and is responsible for every claim. Claude tooling, and manuscript review. Their output was not accepted as evidence; claims were retained only after human review or reproducible artifact checks. -\begin{thebibliography}{22} +\begin{thebibliography}{23} \itemsep2pt \bibitem{ct1} B. Laurie, A. Langley, E. K\"asper. Certificate Transparency. RFC 6962, 2013. @@ -1566,6 +1596,9 @@ Collision-Resistant Hashing without the Keys. VIETCRYPT, LNCS 4341, pp. Verification Pipeline with AI Provers: An Experience Report. arXiv:2605.30106, 2026. +\bibitem{fips205} National Institute of Standards and Technology. +Stateless Hash-Based Digital Signature Standard. FIPS 205, August 2024. + \end{thebibliography} % Appendix policy (declared 2026-08-16): the appendix block starts on a @@ -1682,6 +1715,11 @@ T4 & constructive decompression lift & \code{verify_accepts_iff_decompress} \\ \end{tabular} \end{center} +All four tiers share one opaque boundary --- the SHA-512 challenge hash +and the selected wire-format interfaces (\S\ref{sec:instantiation}); +the arithmetic and group certificates beneath them rest on Lean's +foundational axioms alone. + \section{SLH-DSA verification certificates and their cones}\label{app:slhtiers} Eleven certificates over the extracted SLH-DSA-SHA2-128s verify path @@ -1715,10 +1753,10 @@ The oracles model the parameter set's SHA-256 hash-suite instantiations: \code{h} (Merkle node), \code{t_l} and \code{t_len} (the WOTS and FORS compressors --- two axioms over what is one Rust primitive, deliberately conservative, with the source's naming inversion against the standard's -$T_\ell$/$T_k$ documented at the declarations). The acceptance -characterization is a structural factorization, not a composition of the -loop theorems: it would remain provable if any of the ten were deleted, -and each loop certificate is meaningful exactly to the extent its -reference fold has been read against FIPS~205. +$T_\ell$/$T_k$ documented at the declarations). The acceptance characterization is proved directly from the verifier's +structure, not by composing the ten loop theorems --- it would remain +provable if any of the ten were deleted. Conversely, each loop +certificate carries assurance only insofar as a human has checked its +reference fold against the corresponding FIPS~205 algorithm. \end{document} diff --git a/provider/src/pacta_provider/webdocs.py b/provider/src/pacta_provider/webdocs.py index f344337..2d7e5ad 100644 --- a/provider/src/pacta_provider/webdocs.py +++ b/provider/src/pacta_provider/webdocs.py @@ -392,7 +392,7 @@ our roadmap. (The full walk-through is lecture 11 of the Jupyter c

The paper

Accountable Distribution of Machine-Checked Correctness Evidence: A Transparency Model and the Lean Transparency Log -(PDF, 25 pages, v0.12 — revised August 2026; the version is printed on the +(PDF, 25 pages, v0.13 — revised August 2026; the version is printed on the title page) — the trust decomposition (expensive verification produces an observation; transparency makes the observation accountable; consumer-local policy decides acceptance), collision-extracting soundness for inclusion and consistency, scheme-level