ssb-private-group-keys v1.1.2

ssb-private-group-keys

Basic helper functions implementing the private-group spec.

Currently supports classic & bendy butt feed types.

API

directMessageKey(x_dh_secret, x_dh_public, x_feed_id, y_dh_public, y_feed_id) => { key, scheme }

Create a shared key for communication between your feed and another feed.

If you are encrypting a DM, x is your feed, and y is the person you are DM'ing. If you are decrypting a DM, x is your feed, and y is the message author's.

• NOTE: this is only for the case that the author is someone else, if you're the author, use your own_key

• x_dh_secret, x_dh_public are feed x's diffie-hellman keys

• x_feed_id is the feedId of x
• y_dh_public is feed y's diffie-hellman public key
• y_feed_id is the feedId of y

All inputs are BFE style buffers.

The output is a key (buffer) and associated scheme (string) which can be passed into an envelope key_slot

directMessageKey.easy(myKeys) => makeKey(feedId) => { key, scheme }

Convenience function which wraps directMessageKey

poBoxKey(x_dh_secret, x_dh_public, x_id, y_dh_public, y_id) => { key, scheme }

If you are encrypting to a P.O. Box, then x is your feed, and y is the P.O. Box. If you are decrypting a message sent to a P.O. Box, then x is the P.O. Box, and y is the message author's feed.

• x_dh_secret, x_dh_public are x's diffie-hellman keys
• x_id is the BFE id of x
• y_dh_public is y's diffie-hellman public key
• y_id is the BFE id of y

All inputs are BFE style buffers.

The output is a key (buffer) and associated scheme (string) which can be passed into an envelope key_slot

poBoxKey.easy(myKeys) => makeKey(poboxId) => { key, scheme }

Convenience function which wraps poBoxKey

new SecretKey(length?) => secretKey

Create a secret key that can be used for the group or message key.

methods:

• secretKey.toBuffer() => buffer return raw buffer with the key data in it
• secretKey.toString() => string returns a base64 encoded string of the key

new SecretKey(buffer) => secretKey

An alternative way to use the constructor, in case you already have the group key bytes as a buffer, is to pass the buffer as the argument. This simply "embodies" the group key as a SecretKey instance, it doesn't generate anything new.

new DiffieHellmanKeys(keys?, opts?) => dhKeys

alias: DHKeys

where:

• keys Object (optional)
  • is a pair of keys { public, secret? }, each a Buffer or base64 encoded String
    • public is required, secret is optional
  • if not provided, you are expected to call dhKeys.generate() to generate a keypair
• opts Object (optional)
  • opts.fromEd25519 Boolean sets whether the keys are ed25519 signing keys you would like converted to curve25519 encryption keys.
    • default: false
  • opts.format Integer sets whether the BFE "format" of the encryption key type
    • if opts.fromEd25519 = true was used, it's assumed these are dm keys (format = 0)
    • else format is not set, which is fine as long as you don't call dhKeys.toBFE()
• dhKeys DiffieHellmanKeys instance with methods:
  • dhKeys.generate() => dhKeys - generates public and private dh keys
  • dhKeys.toBuffer() => { public: Buffer, secret: Buffer } - returns the raw keys as Buffers
  • dhKeys.toBFE() => { public: BFE, secret: BFE } - return BFE encodings of the keys (as Buffers)

DiffieHellmanKeys.scalarMult(A, B) => result

A class method for creating shared encryption keys.

• A a DHKeys instance, must include secret key
• B a DHKeys instance
• result Buffer the result of the scalarMult
  • only useful in advanced cases to conserve memory

NOTE:

• method also takes appropriately shaped objects, see source code.
• there's an advanced signature if you need to conserve memory (A, B, result) => result

History

This library was originally extracted from ssb-tribes.