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Bluetooth Privacy Game π«π’π,Ξ [n, k]
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| βPhase 1. System setup
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Select a polynomial number of the Bluetooth devices named as 1, 2, β¦, and n. Determine the bit length of DHKey denoted as k1 and the bit length of MacKey denoted as k2. Let k = min( k1, k2) be the security parameter.
(Optional) Set the available storage capacity for the pairing information table in the Bluetooth device.
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| βPhase 2. Learning
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3.
For any Bluetooth device in {1, 2, β¦, n}, the adversary π can call the oracles defined in Section 5.2.1. The following oracles are polynomially invoked with interleaved order.
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3.1.
π calls the oracles OPA = {Execute, Result} to act as the PA.
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3.2.
π calls the oracles OAA = {Init, Send, Reveal, Corrupt} to act as the AA.
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| βPhase 3. Challenge
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4.
π selects a challenge Bluetooth device A β {1, 2, β¦, n} and any other Bluetooth device B β {1, 2, β¦, n}. Here, the oracle Corrupt (Ξ A,B) or the oracle Corrupt (Ξ B,A) is not allowed during the learning phase, if the compromised DHKey exists in both devicesβ pairing information tables.
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5.
π calls the oracle Test (A, B).
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6.
π outputs his guessing bit bβ².
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| π wins if b = bβ². |