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Oblivious transfer is symmetric
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Oblivious transfer (OT) is a simple, but powerful cryptographic primitive, on the basis of which secure two-party computation and several other cryptographic protocols can be realized. In this paper, we show how OT can be implemented by Strong Physical Unclonable Functions (PUFs). Special attention is thereby devoted to a recent subclass of Strong PUFs known as SHIC PUFs. Our results show that the cryptographic potential of these PUFs is perhaps surprisingly large, and goes beyond the usual identification and key exchange protocols.