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we can be poetic in other epochs
643 lines
28 KiB
Plaintext
643 lines
28 KiB
Plaintext
Filename: 250-commit-reveal-consensus.txt
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Title: Random Number Generation During Tor Voting
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Authors: David Goulet, George Kadianakis
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Created: 2015-08-03
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Status: Closed
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Supersedes: 225
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UPDATE 2017/01/26: This proposal now has its own specification file as srv-spec.txt .
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Table Of Contents:
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1. Introduction
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1.1. Motivation
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1.2. Previous work
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2. Overview
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2.1. Introduction to our commit-and-reveal protocol
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2.2. Ten thousand feet view of the protocol
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2.3. How we use the consensus [CONS]
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2.3.1. Inserting Shared Random Values in the consensus
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2.4. Persistent State of the Protocol [STATE]
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2.5. Protocol Illustration
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3. Protocol
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3.1 Commitment Phase [COMMITMENTPHASE]
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3.1.1. Voting During Commitment Phase
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3.1.2. Persistent State During Commitment Phase [STATECOMMIT]
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3.2 Reveal Phase
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3.2.1. Voting During Reveal Phase
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3.2.2. Persistent State During Reveal Phase [STATEREVEAL]
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3.3. Shared Random Value Calculation At 00:00UTC
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3.3.1. Shared Randomness Calculation [SRCALC]
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3.4. Bootstrapping Procedure
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3.5. Rebooting Directory Authorities [REBOOT]
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4. Specification [SPEC]
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4.1. Voting
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4.1.1. Computing commitments and reveals [COMMITREVEAL]
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4.1.2. Validating commitments and reveals [VALIDATEVALUES]
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4.1.4. Encoding commit/reveal values in votes [COMMITVOTE]
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4.1.5. Shared Random Value [SRVOTE]
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4.2. Encoding Shared Random Values in the consensus [SRCONSENSUS]
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4.3. Persistent state format [STATEFORMAT]
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5. Security Analysis
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5.1. Security of commit-and-reveal and future directions
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5.2. Predicting the shared random value during reveal phase
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5.3. Partition attacks
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5.3.1. Partition attacks during commit phase
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5.3.2. Partition attacks during reveal phase
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6. Discussion
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6.1. Why the added complexity from proposal 225?
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6.2. Why do you do a commit-and-reveal protocol in 24 rounds?
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6.3. Why can't we recover if the 00:00UTC consensus fails?
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7. Acknowledgements
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1. Introduction
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1.1. Motivation
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For the next generation hidden services project, we need the Tor network to
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produce a fresh random value every day in such a way that it cannot be
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predicted in advance or influenced by an attacker.
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Currently we need this random value to make the HSDir hash ring
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unpredictable (#8244), which should resolve a wide class of hidden service
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DoS attacks and should make it harder for people to gauge the popularity
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and activity of target hidden services. Furthermore this random value can
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be used by other systems in need of fresh global randomness like
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Tor-related protocols (e.g. OnioNS) or even non-Tor-related (e.g. warrant
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canaries).
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1.2. Previous work
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Proposal 225 specifies a commit-and-reveal protocol that can be run as an
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external script and have the results be fed to the directory authorities.
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However, directory authority operators feel unsafe running a third-party
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script that opens TCP ports and accepts connections from the Internet.
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Hence, this proposal aims to embed the commit-and-reveal idea in the Tor
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voting process which should make it smoother to deploy and maintain.
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Another idea proposed specifically for Tor is Nick Hopper's "A threshold
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signature-based proposal for a shared RNG" which was never turned into an
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actual Tor proposal.
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2. Overview
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This proposal alters the Tor consensus protocol such that a random number is
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generated every midnight by the directory authorities during the regular voting
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process. The distributed random generator scheme is based on the
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commit-and-reveal technique.
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The proposal also specifies how the final shared random value is embedded
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in consensus documents so that clients who need it can get it.
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2.1. Introduction to our commit-and-reveal protocol
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Every day, before voting for the consensus at 00:00UTC each authority
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generates a new random value and keeps it for the whole day. The authority
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cryptographically hashes the random value and calls the output its
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"commitment" value. The original random value is called the "reveal" value.
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The idea is that given a reveal value you can cryptographically confirm that
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it corresponds to a given commitment value (by hashing it). However given a
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commitment value you should not be able to derive the underlying reveal
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value. The construction of these values is specified in section [COMMITREVEAL].
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2.1. Ten thousand feet view of the protocol
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Our commit-and-reveal protocol aims to produce a fresh shared random value
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everyday at 00:00UTC. The final fresh random value is embedded in the
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consensus document at that time.
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Our protocol has two phases and uses the hourly voting procedure of Tor.
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Each phase lasts 12 hours, which means that 12 voting rounds happen in
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between. In short, the protocol works as follows:
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Commit phase:
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Starting at 00:00UTC and for a period of 12 hours, authorities every
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hour include their commitment in their votes. They also include any
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received commitments from other authorities, if available.
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Reveal phase:
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At 12:00UTC, the reveal phase starts and lasts till the end of the
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protocol at 00:00UTC. In this stage, authorities must reveal the value
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they committed to in the previous phase. The commitment and revealed
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values from other authorities, when available, are also added to the
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vote.
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Shared Randomness Calculation:
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At 00:00UTC, the shared random value is computed from the agreed
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revealed values and added to the consensus.
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This concludes the commit-and-reveal protocol at 00:00UTC everyday.
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2.3. How we use the consensus [CONS]
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The produced shared random values needs to be readily available to
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clients. For this reason we include them in the consensus documents.
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Every hour the consensus documents need to include the shared random value
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of the day, as well as the shared random value of the previous day. That's
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because either of these values might be needed at a given time for a Tor
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client to access a hidden service according to section [TIME-OVERLAP] of
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proposal 224. This means that both of these two values need to be included
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in votes as well.
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Hence, consensuses need to include:
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(a) The shared random value of the current time period.
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(b) The shared random value of the previous time period.
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For this, a new SR consensus method will be needed to indicate which
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authorities support this new protocol.
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2.3.1. Inserting Shared Random Values in the consensus
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After voting happens, we need to be careful on how we pick which shared
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random values (SRV) to put in the consensus, to avoid breaking the consensus
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because of authorities having different views of the commit-and-reveal
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protocol (because maybe they missed some rounds of the protocol).
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For this reason, authorities look at the received votes before creating a
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consensus and employ the following logic:
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- First of all, they make sure that the agreed upon consensus method is
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above the SR consensus method.
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- Authorities include an SRV in the consensus if and only if the SRV has
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been voted by at least the majority of authorities.
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- For the consensus at 00:00UTC, authorities include an SRV in the consensus
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if and only if the SRV has been voted by at least AuthDirNumAgreements
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authorities (where AuthDirNumAgreements is a newly introduced consensus
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parameter).
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Authorities include in the consensus the most popular SRV that also
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satisfies the above constraints. Otherwise, no SRV should be included.
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The above logic is used to make it harder to break the consensus by natural
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partioning causes.
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We use the AuthDirNumAgreements consensus parameter to enforce that a
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_supermajority_ of dirauths supports the SR protocol during SRV creation, so
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that even if a few of those dirauths drop offline in the middle of the run
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the SR protocol does not get disturbed. We go to extra lengths to ensure
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this because changing SRVs in the middle of the day has terrible
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reachability consequences for hidden service clients.
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2.4. Persistent State of the Protocol [STATE]
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A directory authority needs to keep a persistent state on disk of the on
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going protocol run. This allows an authority to join the protocol seamlessly
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in the case of a reboot.
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During the commitment phase, it is populated with the commitments of all
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authorities. Then during the reveal phase, the reveal values are also
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stored in the state.
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As discussed previously, the shared random values from the current and
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previous time period must also be present in the state at all times if they
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are available.
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2.5. Protocol Illustration
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An illustration for better understanding the protocol can be found here:
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https://people.torproject.org/~asn/hs_notes/shared_rand.jpg
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It reads left-to-right.
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The illustration displays what the authorities (A_1, A_2, A_3) put in their
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votes. A chain 'A_1 -> c_1 -> r_1' denotes that authority A_1 committed to
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the value c_1 which corresponds to the reveal value r_1.
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The illustration depicts only a few rounds of the whole protocol. It starts
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with the first three rounds of the commit phase, then it jumps to the last
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round of the commit phase. It continues with the first two rounds of the
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reveal phase and then it jumps to the final round of the protocol run. It
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finally shows the first round of the commit phase of the next protocol run
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(00:00UTC) where the final Shared Random Value is computed. In our fictional
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example, the SRV was computed with 3 authority contributions and its value
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is "a56fg39h".
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We advice you to revisit this after you have read the whole document.
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3. Protocol
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In this section we give a detailed specification of the protocol. We
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describe the protocol participants' logic and the messages they send. The
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encoding of the messages is specified in the next section ([SPEC]).
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Now we go through the phases of the protocol:
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3.1 Commitment Phase [COMMITMENTPHASE]
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The commit phase lasts from 00:00UTC to 12:00UTC.
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During this phase, an authority commits a value in its vote and
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saves it to the permanent state as well.
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Authorities also save any received authoritative commits by other authorities
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in their permanent state. We call a commit by Alice "authoritative" if it was
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included in Alice's vote.
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3.1.1. Voting During Commitment Phase
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During the commit phase, each authority includes in its votes:
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- The commitment value for this protocol run.
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- Any authoritative commitments received from other authorities.
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- The two previous shared random values produced by the protocol (if any).
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The commit phase lasts for 12 hours, so authorities have multiple chances to
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commit their values. An authority MUST NOT commit a second value during a
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subsequent round of the commit phase.
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If an authority publishes a second commitment value in the same commit
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phase, only the first commitment should be taken in account by other
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authorities. Any subsequent commitments MUST be ignored.
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3.1.2. Persistent State During Commitment Phase [STATECOMMIT]
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During the commitment phase, authorities save in their persistent state the
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authoritative commits they have received from each authority. Only one commit
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per authority must be considered trusted and active at a given time.
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3.2 Reveal Phase
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The reveal phase lasts from 12:00UTC to 00:00UTC.
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Now that the commitments have been agreed on, it's time for authorities to
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reveal their random values.
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3.2.1. Voting During Reveal Phase
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During the reveal phase, each authority includes in its votes:
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- Its reveal value that was previously committed in the commit phase.
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- All the commitments and reveals received from other authorities.
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- The two previous shared random values produced by the protocol (if any).
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The set of commitments have been decided during the commitment
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phase and must remain the same. If an authority tries to change its
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commitment during the reveal phase or introduce a new commitment,
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the new commitment MUST be ignored.
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3.2.2. Persistent State During Reveal Phase [STATEREVEAL]
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During the reveal phase, authorities keep the authoritative commits from the
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commit phase in their persistent state. They also save any received reveals
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that correspond to authoritative commits and are valid (as specified in
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[VALIDATEVALUES]).
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An authority that just received a reveal value from another authority's vote,
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MUST wait till the next voting round before including that reveal value in
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its votes.
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3.3. Shared Random Value Calculation At 00:00UTC
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Finally, at 00:00UTC every day, authorities compute a fresh shared random
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value and this value must be added to the consensus so clients can use it.
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Authorities calculate the shared random value using the reveal values in
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their state as specified in subsection [SRCALC].
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Authorities at 00:00UTC start including this new shared random value in
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their votes, replacing the one from two protocol runs ago. Authorities also
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start including this new shared random value in the consensus as well.
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Apart from that, authorities at 00:00UTC proceed voting normally as they
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would in the first round of the commitment phase (section [COMMITMENTPHASE]).
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3.3.1. Shared Randomness Calculation [SRCALC]
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An authority that wants to derive the shared random value SRV, should use
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the appropriate reveal values for that time period and calculate SRV as
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follows.
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HASHED_REVEALS = H(ID_a | R_a | ID_b | R_b | ..)
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SRV = SHA3-256("shared-random" | INT_8(REVEAL_NUM) | INT_4(VERSION) |
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HASHED_REVEALS | PREVIOUS_SRV)
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where the ID_a value is the identity key fingerprint of authority 'a' and R_a
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is the corresponding reveal value of that authority for the current period.
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Also, REVEAL_NUM is the number of revealed values in this construction,
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VERSION is the protocol version number and PREVIOUS_SRV is the previous
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shared random value. If no previous shared random value is known, then
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PREVIOUS_SRV is set to 32 NUL (\x00) bytes.
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To maintain consistent ordering in HASHED_REVEALS, all the ID_a | R_a pairs
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are ordered based on the R_a value in ascending order.
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3.4. Bootstrapping Procedure
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As described in [CONS], two shared random values are required for the HSDir
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overlay periods to work properly as specified in proposal 224. Hence
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clients MUST NOT use the randomness of this system till it has bootstrapped
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completely; that is, until two shared random values are included in a
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consensus. This should happen after three 00:00UTC consensuses have been
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produced, which takes 48 hours.
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3.5. Rebooting Directory Authorities [REBOOT]
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The shared randomness protocol must be able to support directory
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authorities who leave or join in the middle of the protocol execution.
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An authority that commits in the Commitment Phase and then leaves MUST have
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stored its reveal value on disk so that it continues participating in the
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protocol if it returns before or during the Reveal Phase. The reveal value
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MUST be stored timestamped to avoid sending it on wrong protocol runs.
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An authority that misses the Commitment Phase cannot commit anymore, so it's
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unable to participate in the protocol for that run. Same goes for an
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authority that misses the Reveal phase. Authorities who do not participate in
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the protocol SHOULD still carry commits and reveals of others in their vote.
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Finally, authorities MUST implement their persistent state in such a way that they
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will never commit two different values in the same protocol run, even if they
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have to reboot in the middle (assuming that their persistent state file is
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kept). A suggested way to structure the persistent state is found at [STATEFORMAT].
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4. Specification [SPEC]
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4.1. Voting
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This section describes how commitments, reveals and SR values are encoded in
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votes. We describe how to encode both the authority's own
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commitments/reveals and also the commitments/reveals received from the other
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authorities. Commitments and reveals share the same line, but reveals are
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optional.
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Participating authorities need to include the line:
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"shared-rand-participate"
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in their votes to announce that they take part in the protocol.
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4.1.1. Computing commitments and reveals [COMMITREVEAL]
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A directory authority that wants to participate in this protocol needs to
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create a new pair of commitment/reveal values for every protocol
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run. Authorities SHOULD generate a fresh pair of such values right before the
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first commitment phase of the day (at 00:00UTC).
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The value REVEAL is computed as follows:
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REVEAL = base64-encode( TIMESTAMP || H(RN) )
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where RN is the SHA3 hashed value of a 256-bit random value. We hash the
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random value to avoid exposing raw bytes from our PRNG to the network (see
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[RANDOM-REFS]).
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TIMESTAMP is an 8-bytes network-endian time_t value. Authorities SHOULD
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set TIMESTAMP to the valid-after time of the vote document they first plan
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to publish their commit into (so usually at 00:00UTC, except if they start
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up in a later commit round).
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The value COMMIT is computed as follows:
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COMMIT = base64-encode( TIMESTAMP || H(REVEAL) )
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4.1.2. Validating commitments and reveals [VALIDATEVALUES]
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Given a COMMIT message and a REVEAL message it should be possible to verify
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that they indeed correspond. To do so, the client extracts the random value
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H(RN) from the REVEAL message, hashes it, and compares it with the H(H(RN))
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from the COMMIT message. We say that the COMMIT and REVEAL messages
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correspond, if the comparison was successful.
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Pariticipants MUST also check that corresponding COMMIT and REVEAL values
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have the same timestamp value.
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Authorities should ignore reveal values during the Reveal Phase that don't
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correspond to commit values published during the Commitment Phase.
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4.1.4. Encoding commit/reveal values in votes [COMMITVOTE]
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An authority puts in its vote the commitments and reveals it has produced and
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seen from the other authorities. To do so, it includes the following in its
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votes:
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"shared-rand-commit" SP VERSION SP ALGNAME SP IDENTITY SP COMMIT [SP REVEAL] NL
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where VERSION is the version of the protocol the commit was created with.
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IDENTITY is the authority's SHA1 identity fingerprint and COMMIT is the
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encoded commit [COMMITREVEAL]. Authorities during the reveal phase can
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also optionally include an encoded reveal value REVEAL. There MUST be only
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one line per authority else the vote is considered invalid. Finally, the
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ALGNAME is the hash algorithm that should be used to compute COMMIT and
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REVEAL which is "sha3-256" for version 1.
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4.1.5. Shared Random Value [SRVOTE]
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Authorities include a shared random value (SRV) in their votes using the
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following encoding for the previous and current value respectively:
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"shared-rand-previous-value" SP NUM_REVEALS SP VALUE NL
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"shared-rand-current-value" SP NUM_REVEALS SP VALUE NL
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where VALUE is the actual shared random value encoded in hex (computed as
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specified in section [SRCALC]. NUM_REVEALS is the number of reveal values
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used to generate this SRV.
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To maintain consistent ordering, the shared random values of the previous
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period should be listed before the values of the current period.
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4.2. Encoding Shared Random Values in the consensus [SRCONSENSUS]
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Authorities insert the two active shared random values in the consensus
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following the same encoding format as in [SRVOTE].
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4.3. Persistent state format [STATEFORMAT]
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As a way to keep ground truth state in this protocol, an authority MUST
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keep a persistent state of the protocol. The next sub-section suggest a
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format for this state which is the same as the current state file format.
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It contains a preamble, a commitment and reveal section and a list of
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shared random values.
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The preamble (or header) contains the following items. They MUST occur in
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the order given here:
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"Version" SP version NL
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[At start, exactly once.]
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A document format version. For this specification, version is "1".
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"ValidUntil" SP YYYY-MM-DD SP HH:MM:SS NL
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[Exactly once]
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After this time, this state is expired and shouldn't be used nor
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trusted. The validity time period is till the end of the current
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protocol run (the upcoming noon).
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The following details the commitment and reveal section. They are encoded
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the same as in the vote. This makes it easier for implementation purposes.
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"Commit" SP version SP algname SP identity SP commit [SP reveal] NL
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[Exactly once per authority]
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The values are the same as detailed in section [COMMITVOTE].
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This line is also used by an authority to store its own value.
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Finally is the shared random value section.
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"SharedRandPreviousValue" SP num_reveals SP value NL
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[At most once]
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|
This is the previous shared random value agreed on at the previous
|
|
period. The fields are the same as in section [SRVOTE].
|
|
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|
"SharedRandCurrentValue" SP num_reveals SP value NL
|
|
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|
[At most once]
|
|
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|
This is the latest shared random value. The fields are the same as in
|
|
section [SRVOTE].
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5. Security Analysis
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5.1. Security of commit-and-reveal and future directions
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|
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|
The security of commit-and-reveal protocols is well understood, and has
|
|
certain flaws. Basically, the protocol is insecure to the extent that an
|
|
adversary who controls b of the authorities gets to choose among 2^b
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|
outcomes for the result of the protocol. However, an attacker who is not a
|
|
dirauth should not be able to influence the outcome at all.
|
|
|
|
We believe that this system offers sufficient security especially compared
|
|
to the current situation. More secure solutions require much more advanced
|
|
crypto and more complex protocols so this seems like an acceptable solution
|
|
for now.
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|
|
|
For alternative approaches on collaborative random number generation also
|
|
see the discussion at [RNGMESSAGING].
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|
|
|
5.2. Predicting the shared random value during reveal phase
|
|
|
|
The reveal phase lasts 12 hours, and most authorities will send their
|
|
reveal value on the first round of the reveal phase. This means that an
|
|
attacker can predict the final shared random value about 12 hours before
|
|
it's generated.
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|
|
|
This does not pose a problem for the HSDir hash ring, since we impose an
|
|
higher uptime restriction on HSDir nodes, so 12 hours predictability is not
|
|
an issue.
|
|
|
|
Any other protocols using the shared random value from this system should
|
|
be aware of this property.
|
|
|
|
5.3. Partition attacks
|
|
|
|
This design is not immune to certain partition attacks. We believe they
|
|
don't offer much gain to an attacker as they are very easy to detect and
|
|
difficult to pull off since an attacker would need to compromise a directory
|
|
authority at the very least. Also, because of the byzantine general problem,
|
|
it's very hard (even impossible in some cases) to protect against all such
|
|
attacks. Nevertheless, this section describes all possible partition attack
|
|
and how to detect them.
|
|
|
|
5.3.1. Partition attacks during commit phase
|
|
|
|
A malicious directory authority could send only its commit to one single
|
|
authority which results in that authority having an extra commit value for
|
|
the shared random calculation that the others don't have. Since the
|
|
consensus needs majority, this won't affect the final SRV value. However,
|
|
the attacker, using this attack, could remove a single directory authority
|
|
from the consensus decision at 24:00 when the SRV is computed.
|
|
|
|
An attacker could also partition the authorities by sending two different
|
|
commitment values to different authorities during the commit phase.
|
|
|
|
All of the above is fairly easy to detect. Commitment values in the vote
|
|
coming from an authority should NEVER be different between authorities. If
|
|
so, this means an attack is ongoing or very bad bug (highly unlikely).
|
|
|
|
5.3.2. Partition attacks during reveal phase
|
|
|
|
Let's consider Alice, a malicious directory authority. Alice could wait
|
|
until the last reveal round, and reveal its value to half of the
|
|
authorities. That would partition the authorities into two sets: the ones
|
|
who think that the shared random value should contain this new reveal, and
|
|
the rest who don't know about it. This would result in a tie and two
|
|
different shared random value.
|
|
|
|
A similar attack is possible. For example, two rounds before the end of the
|
|
reveal phase, Alice could advertise her reveal value to only half of the
|
|
dirauths. This way, in the last reveal phase round, half of the dirauths
|
|
will include that reveal value in their votes and the others will not. In
|
|
the end of the reveal phase, half of the dirauths will calculate a
|
|
different shared randomness value than the others.
|
|
|
|
We claim that this attack is not particularly fruitful: Alice ends up
|
|
having two shared random values to chose from which is a fundamental
|
|
problem of commit-and-reveal protocols as well (since the last person can
|
|
always abort or reveal). The attacker can also sabotage the consensus, but
|
|
there are other ways this can be done with the current voting system.
|
|
|
|
Furthermore, we claim that such an attack is very noisy and detectable.
|
|
First of all, it requires the authority to sabotage two consensuses which
|
|
will cause quite some noise. Furthermore, the authority needs to send
|
|
different votes to different auths which is detectable. Like the commit
|
|
phase attack, the detection here is to make sure that the commiment values
|
|
in a vote coming from an authority are always the same for each authority.
|
|
|
|
6. Discussion
|
|
|
|
6.1. Why the added complexity from proposal 225?
|
|
|
|
The complexity difference between this proposal and prop225 is in part
|
|
because prop225 doesn't specify how the shared random value gets to the
|
|
clients. This proposal spends lots of effort specifying how the two shared
|
|
random values can always be readily accessible to clients.
|
|
|
|
6.2. Why do you do a commit-and-reveal protocol in 24 rounds?
|
|
|
|
The reader might be wondering why we span the protocol over the course of a
|
|
whole day (24 hours), when only 3 rounds would be sufficient to generate a
|
|
shared random value.
|
|
|
|
We decided to do it this way, because we piggyback on the Tor voting
|
|
protocol which also happens every hour.
|
|
|
|
We could instead only do the shared randomness protocol from 21:00 to 00:00
|
|
every day. Or to do it multiple times a day.
|
|
|
|
However, we decided that since the shared random value needs to be in every
|
|
consensus anyway, carrying the commitments/reveals as well will not be a
|
|
big problem. Also, this way we give more chances for a failing dirauth to
|
|
recover and rejoin the protocol.
|
|
|
|
6.3. Why can't we recover if the 00:00UTC consensus fails?
|
|
|
|
If the 00:00UTC consensus fails, there will be no shared random value for
|
|
the whole day. In theory, we could recover by calculating the shared
|
|
randomness of the day at 01:00UTC instead. However, the engineering issues
|
|
with adding such recovery logic are too great. For example, it's not easy
|
|
for an authority who just booted to learn whether a specific consensus
|
|
failed to be created.
|
|
|
|
7. Acknowledgements
|
|
|
|
Thanks to everyone who has contributed to this design with feedback and
|
|
discussion.
|
|
|
|
Thanks go to arma, ioerror, kernelcorn, nickm, s7r, Sebastian, teor, weasel
|
|
and everyone else!
|
|
|
|
References:
|
|
|
|
[RANDOM-REFS]:
|
|
http://projectbullrun.org/dual-ec/ext-rand.html
|
|
https://lists.torproject.org/pipermail/tor-dev/2015-November/009954.html
|
|
|
|
[RNGMESSAGING]:
|
|
https://moderncrypto.org/mail-archive/messaging/2015/002032.html
|