Abstract
Interactive Hashing has featured as an essential ingredient in protocols realizing a large variety of cryptographic tasks, notably Oblivious Transfer in the bounded memory model. In Interactive Hashing, a sender transfers a bit string to a receiver such that two strings are received, the original string and a second string that appears to be chosen at random among those distinct from the first. This paper starts by formalizing the notion of Interactive Hashing as a cryptographic primitive, disentangling it from the specifics of its various implementations. To this end, we present an application-independent set of information theoretic conditions that all Interactive Hashing protocols must ideally satisfy. We then provide a standard implementation of Interactive Hashing and use it to reduce a very standard version of Oblivious Transfer to another one which appears much weaker.
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