Plans for end-to-end in matrix
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Goals of Key-Distribution in Matrix
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===================================
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* No Central Authority: Users should not need to trust a central authority
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when determining the authenticity of keys.
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* Easy to Add New Devices: It should be easy for a user to start using a
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new device.
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* Possible to discover MITM: It should be possible for a user to determine if
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they are being MITM.
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* Lost Devices: It should be possible for a user to recover if they lose all
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their devices.
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* No Copying Keys: Keys should be per device and shouldn't leave the device
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they were created on.
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A Possible Mechanism for Key Distribution
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=========================================
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Basic API for setting up keys on a server:
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https://github.com/matrix-org/matrix-doc/pull/24
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Client shouldn't trust the keys unless they have been verified, e.g by
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comparing fingerprints.
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If a user adds a new device it should some yet to be specified protocol
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communicate with an old device and obtain a cross-signature from the old
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device for its public key.
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The new device can then present the cross-signed key to all the devices
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that the user is in conversations with. Those devices should then include
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the new device into those conversations.
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If the user cannot cross-sign the new key, e.g. because their old device
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is lost or stolen. Then they will need to reauthenticate their conversations
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out of band, e.g by comparing fingerprints.
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Goals of End-to-end encryption in Matrix
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========================================
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* Access to Chat History: Users should be able to see the history of a
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conversation on a new device. User should be able to control who can
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see their chat history and how much of the chat history they can see.
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* Forward Secrecy of Discarded Chat History: Users should be able to discard
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history from their device, once they have discarded the history it should be
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impossible for an adversary to recover that history.
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* Forward Secrecy of Future Messages: Users should be able to recover from
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disclosure of the chat history on their device.
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* Deniablity of Chat History: It should not be possible to prove to a third
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party that a given user sent a message.
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* Authenticity of Chat History: It should be possible to prove amoungst
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the members of a chat that a message sent by a user was authored by that
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user.
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Bonus Goals:
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* Traffic Analysis: It would be nice if the protocol was resilient to traffic
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or metadata analysis. However it's not something we want to persue if it
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harms the usability of the protocol. It might be cool if there was a
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way for the user to could specify the trade off between performance and
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resilience to traffic analysis that they wanted.
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A Possible Design for Group Chat using Olm
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==========================================
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Protecting the secrecy of history
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---------------------------------
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Each message sent by a client has a 32-bit counter. This counter increments
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by one for each message sent by the client. This counter is used to advance a
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ratchet. The ratchet is split into a vector four 256-bit values,
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:math:`R_{n,j}` for :math:`j \in {0,1,2,3}`. The ratchet can be advanced as
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follows:
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.. math::
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\begin{align}
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R_{2^24n,0} &= H_1\left(R_{2^24(i-1),0}\right) \\
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R_{2^24n,1} &= H_2\left(R_{2^24(i-1),0}\right) \\
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R_{2^16n,1} &= H_1\left(R_{2^16(i-1),1}\right) \\
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R_{2^16n,2} &= H_2\left(R_{2^16(i-1),1}\right) \\
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R_{2^8i,2} &= H_1\left(R_{2^8(i-1),2}\right) \\
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R_{2^8i,3} &= H_2\left(R_{2^8(i-1),2}\right) \\
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R_{i,3} &= H_1\left(R_{(i-1),3}\right)
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\end{align}
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Where :math:`H_1` and :math:`H_2` are different hash functions. For example
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:math:`H_1` could be :math:`HMAC\left(X,\text{"\textbackslash x01"}\right)` and
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:math:`H_2` could be :math:`HMAC\left(X,\text{"\textbackslash x02"}\right)`.
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So every :math:`2^24` iterations :math:`R_{n,1}` is reseeded from :math:`R_{n,0}`.
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Every :math:`2^16` iterations :math:`R_{n,2}` is reseeded from :math:`R_{n,1}`.
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Every :math:`2^8` iterations :math:`R_{n,3}` is reseeded from :math:`R_{n,2}`.
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This scheme allows the ratchet to be advanced an arbitrary amount forwards
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while needing only 1024 hash computations.
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This the value of the ratchet is hashed to generate the keys used to encrypt
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each mesage.
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A client can decrypt chat history onwards from the earliest value of the
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ratchet it is aware of. But cannot decrypt history from before that point
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without reversing the hash function.
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This allows a client to share its ability to decrypt chat history with another
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from a point in the conversation onwards by giving a copy of the ratchet at
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that point in the conversation.
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A client can discard history by advancing a ratchet to beyond the last message
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they want to discard and then forgetting all previous values of the ratchet.
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Proving and denying the authenticity of history
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-----------------------------------------------
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Client sign the messages they send using a Ed25519 key generated per
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conversation. That key, along with the ratchet key, is distributed
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to other clients using 1:1 olm ratchets. Those 1:1 ratchets are started using
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Triple Diffie-Hellman which provides authenticity of the messages to the
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participants and deniability of the messages to third parties. Therefore
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any keys shared over those keys inherit the same levels of deniability and
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authenticity.
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Protecting the secrecy of future messages
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-----------------------------------------
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A client would need to generate new keys if it wanted to prevent access to
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messages beyond a given point in the conversation. It must generate new keys
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whenever someone leaves the room. It should generate new keys periodically
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anyway.
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The frequency of key generation in a large room may need to be restricted to
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keep the frequency of messages broadcast over the individual 1:1 channels
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low.
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