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Card-based protocols allow to evaluate an arbitrary fixed Boolean function ff on a hidden input to obtain a hidden output, without the executer learning anything about either of the two (e.g. Cpeau ...
Private function evaluation aims to securely compute a function f (x_1 , . . ., x_n ) without leaking any information other than what is revealed by the output, where f is a private input of one of th...
Private function evaluation (PFE) is a special case of secure multi-party computation (MPC), where the function to be computed is known by only one party. PFE is useful in several real-life settings w...
Outsourcing secure multiparty computation (SMC) protocols has allowed resource-constrained devices to take advantage of these developing cryptographic primitives with great efficiency. While the exis...
We propose the first general framework for designing actively secure private function evaluation (PFE), not based on universal circuits. Our framework is naturally divided into pre-processing and on...
We revisit the problem of general-purpose \emph{private function evaluation} (PFE) wherein a single party $P_1$ holds a circuit $\C$, while each $P_i$ for $1 \le i \leq n$ holds a private input $x_i$,...
We consider the problem of private function evaluation (PFE) in the two-party setting. Here, informally, one party holds an input $x$ while the other holds (a circuit describing) a function $f$; the g...

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