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authorpaul snow <snow.paul@gmail.com>2014-12-16 14:28:29 -0600
committerbitcoindev <bitcoindev@gnusha.org>2014-12-16 20:29:17 +0000
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[Bitcoin-development] Setting the record straight on Proof-of-Publication
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+Date: Tue, 16 Dec 2014 14:28:29 -0600
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+Subject: [Bitcoin-development] Setting the record straight on
+ Proof-of-Publication
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+
+Peter provides an excellent summary of Proof of Publication, which starts
+with defining it as being composed of a solution to the double spend
+problem. He requires Proof-of-receipt (proof every member of p in audience
+P has received a message m), Proof-of-non-publication (proof a message m
+has not been published to an audience P), and Proof-of-membership (proof
+some q is a member of P).
+
+He goes on to state (curiously) that Factom cannot provide Proof of
+Publication.
+
+Proof of Audience
+=============
+
+Let's first satisfy the easier proofs. A Factom user can know they are in
+the Factom audience if they have access to the Bitcoin Blockchain,
+knowledge of Factom's first anchor (Merkle root stored in the blockchain)
+and the Factom network for distributing Factom's structures. They can
+pretty much know that they are in the Audience.
+
+Proof of Receipt
+============
+
+Proof of receipt is also pretty easy for the Factom user. User submit
+entries, and Factom publishes a Merkle Root to the Bitcoin Blockchain. The
+Merkle proof to the entry proves receipt. To get the Merkle proof requires
+access to Factom structures, which all in the audience have access to by
+definition. But the proof itself only requires the blockchain.
+
+At this point the user can have a Merkle proof of their entry rooted in the
+blockchain.
+
+Proof of non-publication
+==================
+
+Last, can the Factom user have a Proof-of-non-publication. Well,
+absolutely. The Factom state limits the public keys that can be used to
+write the anchors in the blockchain. Entries that are not written with
+those public keys are discounted out of hand. Just like publishing in Mad
+Magazine does not qualify if publishing a notice in the New York Times is
+the standard.
+
+The complaint Peter has that the user cannot see all the "child chains"
+(what we call Factom Chains) is invalid. The user can absolutely see all
+the Directory Blocks (which documents all Factom Chains) if they have
+access to Factom. But the user doesn't need to prove publication in all
+chains. Some of those chains are like Car Magazines, Math Textbooks,
+Toaster manuals, etc. Without restricting the domain of publication there
+is no proof of the negative. The negative must be proved in the standard of
+publication, i.e. the user's chain. And the user can in fact know their
+chain, and can enumerate their chain, without regard to most of the other
+data in Factom.
+
+Peter seems to be operating under the assumption that the audience for a
+Factom user must necessarily be limited to information found in the
+blockchain. Yet the user certainly should have access to Factom if they
+are a Factom user. Factom then is no different from the New York Times,
+and the trust in Factom is less. As Peter says himself, he has to trust the
+New York Times doesn't publish multiple versions of the same issue. The
+user of the New York Times would have no way to know if there were other
+versions of an issue outside of looking at all New York Times issues ever
+published.
+
+Factom on the other hand documents their "issues" on the blockchain. Any
+fork in publication is obvious as it would require different Bitcoin
+addresses to be used, and the blocks would have to have validating
+signatures of majorities of all the Factom servers. As long as a fork in
+Factom can be clearly identified, and no fork exists, proof of the negative
+is assured. And upon a fork, one must assume the users will specify which
+fork should be used.
+
+Proof of publication does not require a system that cannot fork, since no
+such non-trivial system exists. What is required is that forks can be
+detected, and that a path can be chosen to move forward.
+
+--089e0141a3581b1888050a5b36d7
+Content-Type: text/html; charset=UTF-8
+Content-Transfer-Encoding: quoted-printable
+
+<div dir=3D"ltr">Peter provides an excellent summary of Proof of Publicatio=
+n, which starts with defining it as being composed of a solution to the dou=
+ble spend problem.=C2=A0 He requires Proof-of-receipt (proof every member o=
+f p in audience P has received a message m), Proof-of-non-publication (proo=
+f a message m has not been published to an audience P), and Proof-of-member=
+ship (proof some q is a member of P).<div><br></div><div>He goes on to stat=
+e (curiously) that Factom cannot provide Proof of Publication.</div><div><b=
+r></div><div>Proof of Audience</div><div>=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=
+=3D=3D</div><div><br></div><div>Let&#39;s first satisfy the easier proofs. =
+A Factom user can know they are in the Factom audience if they have access =
+to the Bitcoin Blockchain, knowledge of Factom&#39;s first anchor (Merkle r=
+oot stored in the blockchain) and the Factom network for distributing Facto=
+m&#39;s structures.=C2=A0 They can pretty much know that they are in the Au=
+dience.</div><div><br></div><div>Proof of Receipt</div><div>=3D=3D=3D=3D=3D=
+=3D=3D=3D=3D=3D=3D=3D</div><div><br></div><div>Proof of receipt is also pre=
+tty easy for the Factom user.=C2=A0 User submit entries, and Factom publish=
+es a Merkle Root to the Bitcoin Blockchain.=C2=A0 The Merkle proof to the e=
+ntry proves receipt.=C2=A0 To get the Merkle proof requires access to Facto=
+m structures, which all in the audience have access to by definition.=C2=A0=
+ But the proof itself only requires the blockchain.</div><div><br></div><di=
+v>At this point the user can have a Merkle proof of their entry rooted in t=
+he blockchain.</div><div><br></div><div>Proof of non-publication</div><div>=
+=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D</div><div><br></div>=
+<div>Last, can the Factom user have a =C2=A0Proof-of-non-publication.=C2=A0=
+ Well, absolutely.=C2=A0 The Factom state limits the public keys that can b=
+e used to write the anchors in the blockchain.=C2=A0 Entries that are not w=
+ritten with those public keys are discounted out of hand.=C2=A0 Just like p=
+ublishing in Mad Magazine does not qualify if publishing a notice in the Ne=
+w York Times is the standard.</div><div><br></div><div>The complaint Peter =
+has that the user cannot see all the &quot;child chains&quot; (what we call=
+ Factom Chains) is invalid.=C2=A0 The user can absolutely see all the Direc=
+tory Blocks (which documents all Factom Chains) if they have access to Fact=
+om. But the user doesn&#39;t need to prove publication in all chains.=C2=A0=
+ Some of those chains are like Car Magazines, Math Textbooks, Toaster manua=
+ls, etc. Without restricting the domain of publication there is no proof of=
+ the negative. The negative must be proved in the standard of publication, =
+i.e. the user&#39;s chain.=C2=A0 And the user can in fact know their chain,=
+ and can enumerate their chain, without regard to most of the other data in=
+ Factom.</div><div><br></div><div>Peter seems to be operating under the ass=
+umption that the audience for a Factom user must necessarily be limited to =
+information found in the blockchain.=C2=A0 Yet the user certainly should ha=
+ve access to Factom if they are a Factom user.=C2=A0 Factom then is no diff=
+erent from the New York Times, and the trust in Factom is less. As Peter sa=
+ys himself, he has to trust the New York Times doesn&#39;t publish multiple=
+ versions of the same issue. The user of the New York Times would have no w=
+ay to know if there were other versions of an issue outside of looking at a=
+ll New York Times issues ever published. =C2=A0</div><div><br></div><div>Fa=
+ctom on the other hand documents their &quot;issues&quot; on the blockchain=
+.=C2=A0 Any fork in publication is obvious as it would require different Bi=
+tcoin addresses to be used, and the blocks would have to have validating si=
+gnatures of majorities of all the Factom servers. As long as a fork in Fact=
+om can be clearly identified, and no fork exists, proof of the negative is =
+assured.=C2=A0 And upon a fork, one must assume the users will specify whic=
+h fork should be used. =C2=A0</div><div><br></div><div>Proof of publication=
+ does not require a system that cannot fork, since no such non-trivial syst=
+em exists.=C2=A0 What is required is that forks can be detected, and that a=
+ path can be chosen to move forward.</div></div>
+
+--089e0141a3581b1888050a5b36d7--
+
+