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Efficient Concurrent Oblivious Transfer in Super-Polynomial-Simulation Security
Description
In this paper, we show a concurrent oblivious transfer protocol in super-polynomial-simulation (SPS) security. Our protocol does not require any setup and does not assume any independence among the inputs. In addition, our protocol is efficient since it does not use any inefficient primitives such as general zero-knowledge proofs for all NP statements. This is the first concurrent oblivious transfer protocol that achieves both of these properties simultaneously. The security of our protocol is based on the decisional Diffie-Hellman (DDH) assumption.
