Computationally Sound Analysis of a Probabilistic Contract Signing Protocol
We propose a probabilistic contract signing protocol that achieves balance even in the presence of an adversary that may delay messages sent over secure channels. To show that this property holds in a computational setting, we first propose a probabilistic framework for protocol analysis, then prove that in a symbolic setting the protocol satisfies a probabilistic alternating-time temporal formula expressing balance, and finally establish a general result stating that the validity of formulas such as our balance formula is preserved when passing from the symbolic to a computational setting. The key idea of the protocol is to take a ``gradual commitment'' approach.
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