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signal_small.vp
Submitted on 28 Jun 20 21:24 UTC.attacker[active]
principal Alice[
knows private alongterm
galongterm = G^alongterm
]
principal Bob[
knows private blongterm, bs
generates bo
gblongterm = G^blongterm
gbs = G^bs
gbo = G^bo
gbssig = SIGN(blongterm, gbs)
]
Bob -> Alice: [gblongterm], gbssig, gbs, gbo
principal Alice[
generates ae1
gae1 = G^ae1
amaster = HASH(nil, gbs^alongterm, gblongterm^ae1, gbs^ae1, gbo^ae1)
arkba1, ackba1 = HKDF(amaster, nil, nil)
]
principal Alice[
generates m1, ae2
gae2 = G^ae2
valid = SIGNVERIF(gblongterm, gbs, gbssig)?
akshared1 = gbs^ae2
arkab1, ackab1 = HKDF(akshared1, arkba1, nil)
akenc1, akenc2 = HKDF(MAC(ackab1, nil), nil, nil)
e1 = AEAD_ENC(akenc1, m1, HASH(galongterm, gblongterm, gae2))
]
Alice -> Bob: [galongterm], gae1, gae2, e1
principal Bob[
bmaster = HASH(nil, galongterm^bs, gae1^blongterm, gae1^bs, gae1^bo)
brkba1, bckba1 = HKDF(bmaster, nil, nil)
]
principal Bob[
bkshared1 = gae2^bs
brkab1, bckab1 = HKDF(bkshared1, brkba1, nil)
bkenc1, bkenc2 = HKDF(MAC(bckab1, nil), nil, nil)
m1_d = AEAD_DEC(bkenc1, e1, HASH(galongterm, gblongterm, gae2))
]
phase[1]
principal Alice[
leaks alongterm
]
principal Bob[
leaks blongterm
]
queries[
confidentiality? m1
authentication? Alice -> Bob: e1
]
Analysis Results
The model submitter provided the following analysis results:
- Query 1 (Confidentiality): PASS
- Query 2 (Authentication): PASS
Please note that these results are not verified to be accurate. The model submitter may choose to provide false analysis results if they so desire. It is strongly recommended that you re-run the analysis of this model locally if you wish to verify the authenticity of the analysis results above.
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