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163 lines
9.4 KiB
ReStructuredText
Consensus and notaries
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======================
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A notary is a service that provides transaction ordering and timestamping.
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Notaries are expected to be composed of multiple mutually distrusting parties who use a standard consensus algorithm.
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Notaries are identified by and sign with :ref:`composite-keys`. Notaries accept transactions submitted to them for processing
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and either return a signature over the transaction, or a rejection error that states that a double spend attempt has occurred.
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Corda has "pluggable" notary services to improve privacy, scalability, legal-system compatibility and algorithmic agility.
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The platform currently provides validating and non-validating notaries, and a distributed RAFT implementation.
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Consensus model
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---------------
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The fundamental unit of consensus in Corda is the **state**. Consensus can be divided into two parts:
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1. Consensus over state **validity** -- parties can reach certainty that a transaction is accepted by the contracts pointed
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to by the input and output states, and has all the required signatures. This is achieved by parties independently running
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the same contract code and validation logic (as described in :doc:`data model <data-model>`)
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2. Consensus over state **uniqueness** -- parties can reach certainty the output states created in a transaction are the
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unique successors to the input states consumed by that transaction (in other words -- an input state has not been previously
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consumed)
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.. note:: The current model is still a **work in progress** and everything described in this article can and is likely to change
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Notary
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------
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A **notary** is an authority responsible for attesting that for a given transaction, it has not signed another transaction
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consuming any of the same input states. Every **state** has an appointed notary:
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.. sourcecode:: kotlin
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/**
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* A wrapper for [ContractState] containing additional platform-level state information.
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* This is the definitive state that is stored on the ledger and used in transaction outputs
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*/
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data class TransactionState<out T : ContractState>(
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/** The custom contract state */
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val data: T,
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/** Identity of the notary that ensures the state is not used as an input to a transaction more than once */
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val notary: Party) {
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...
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}
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Transactions are signed by a notary to ensure their input states are **valid** (apart from *issue* transactions, containing no input states).
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Furthermore, when using a validating notary, a transaction is only valid if all its dependencies are also valid.
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.. note:: The notary is a logical concept and can itself be a distributed entity, potentially a cluster maintained by mutually distrusting parties
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When the notary is requested to sign a transaction, it either signs it, attesting that the outputs are the **unique**
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successors of the inputs, or provides conflict information for any input state that has been consumed by another transaction
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it has already signed. In doing so, the notary provides the point of finality in the system. Until the notary signature
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is obtained, parties cannot be sure that an equally valid, but conflicting, transaction will not be regarded as confirmed.
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After the signature is obtained, the parties know that the inputs to this transaction have been uniquely consumed by this transaction.
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Hence, it is the point at which we can say finality has occurred.
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Multiple notaries
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~~~~~~~~~~~~~~~~~
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More than one notary can exist in a network. This gives the following benefits:
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* **Custom behaviour**. We can have both validating and privacy preserving Notaries -- parties can make a choice based
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on their specific requirements.
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* **Load balancing**. Spreading the transaction load over multiple notaries will allow higher transaction throughput in
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the platform overall
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* **Low latency**. Latency could be minimised by choosing a notary physically closer the transacting parties
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Changing notaries
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~~~~~~~~~~~~~~~~~
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A transaction should only be signed by a notary if all of its input states point to the same notary.
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In cases where a transaction involves states controlled by multiple notaries, the states first have to be repointed to the same notary.
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This is achieved by using a special type of transaction whose sole output state is identical to its sole input state except for its designated notary.
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Ensuring that all input states point to the same notary is the responsibility of each involved party
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(it is another condition for an output state of the transaction to be **valid**)
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To change the notary for an input state, use the ``NotaryChangeFlow``. For example:
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.. sourcecode:: kotlin
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@Suspendable
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fun changeNotary(originalState: StateAndRef<ContractState>,
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newNotary: Party): StateAndRef<ContractState> {
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val flow = NotaryChangeFlow.Instigator(originalState, newNotary)
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return subFlow(flow)
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}
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The flow will:
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1. Construct a transaction with the old state as the input and the new state as the output
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2. Obtain signatures from all *participants* (a participant is any party that is able to consume this state in a valid transaction, as defined by the state itself)
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3. Obtain the *old* notary signature
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4. Record and distribute the final transaction to the participants so that everyone possesses the new state
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.. note:: Eventually, changing notaries will be handled automatically on demand.
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Validation
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----------
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One of the design decisions for a notary is whether or not to **validate** a transaction before accepting it.
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If a transaction is not checked for validity, it opens the platform to "denial of state" attacks, where anyone can build
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an invalid transaction consuming someone else's states and submit it to the notary to get the states blocked. However,
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if the transaction is validated, this requires the notary to be able to see the full contents of the transaction in
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question and its dependencies. This is an obvious privacy leak.
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The platform is flexible and currently supports both validating and non-validating notary implementations -- a
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party can select which one to use based on its own privacy requirements.
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.. note:: In the non-validating model, the "denial of state" attack is partially alleviated by requiring the calling
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party to authenticate and storing its identity for the request. The conflict information returned by the notary
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specifies the consuming transaction ID along with the identity of the party that had created the transaction. If the
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conflicting transaction is valid, the current one is aborted; if not, a dispute can be raised and the input states
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of the conflicting invalid transaction are "un-committed" (via a legal process).
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Timestamping
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------------
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A notary can also act as a *timestamping authority*, verifying the transaction timestamp command.
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For a timestamp to be meaningful, its implications must be binding on the party requesting it.
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A party can obtain a timestamp signature in order to prove that some event happened *before*, *on*, or *after* a particular point in time.
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However, if the party is not also compelled to commit to the associated transaction, it has a choice of whether or not to reveal this fact until some point in the future.
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As a result, we need to ensure that the notary either has to also sign the transaction within some time tolerance,
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or perform timestamping *and* notarisation at the same time, which is the chosen behaviour for this model.
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There will never be exact clock synchronisation between the party creating the transaction and the notary.
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This is not only due to physics, network latencies, etc. but also because between inserting the command and getting the
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notary to sign there may be many other steps, like sending the transaction to other parties involved in the trade, or
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even requesting human sign-off. Thus the time observed by the notary may be quite different to the time observed by the
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party creating the transaction.
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For this reason, times in transactions are specified as time *windows*, not absolute times.
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In a distributed system there can never be "true time", only an approximation of it. Time windows can be
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open-ended (i.e. specify only one of "before" and "after") or they can be fully bounded. If a time window needs to
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be converted to an absolute time (e.g. for display purposes), there is a utility method on ``Timestamp`` to
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calculate the mid point.
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In this way, we express the idea that the *true value* of the fact "the current time" is actually unknowable. Even when both before and
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after times are included, the transaction could have occurred at any point between those two timestamps. Here,
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"occurrence" could mean the execution date, the value date, the trade date etc ... The notary doesn't care what precise
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meaning the timestamp has to the contract.
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By creating a range that can be either closed or open at one end, we allow all of the following facts to be modelled:
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* This transaction occurred at some point after the given time (e.g. after a maturity event)
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* This transaction occurred at any time before the given time (e.g. before a bankruptcy event)
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* This transaction occurred at some point roughly around the given time (e.g. on a specific day)
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.. note:: It is assumed that the time feed for a notary is GPS/NaviStar time as defined by the atomic
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clocks at the US Naval Observatory. This time feed is extremely accurate and available globally for free.
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Also see section 7 of the `Technical white paper`_ which covers this topic in significantly more depth.
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.. _`Technical white paper`: _static/corda-technical-whitepaper.pdf
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