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Classical Fully Homomorphic Encryption for Quantum Circuits: Difference between revisions
Classical Fully Homomorphic Encryption for Quantum Circuits (edit)
Revision as of 14:09, 20 November 2018
, 20 November 2018→Stage 2 Server’s Computation
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=== '''Stage 2''' Server’s Computation === | === '''Stage 2''' Server’s Computation === | ||
*Input: | *Input: <math>evk_i</math>, encrypted pad key elements concatenation (c), one time padded message l | ||
*Output: | *Output: Updated encryption of pad key <math>\tilde{a},\tilde{b}</math> (and Quantum One time Padded Output State <math>X^{\tilde {a}}Z^{\tilde{b}}C|\psi\rangle</math> in case of quantum output, where C is the quantum circuit) | ||
**'''Circuit Evaluation (FHE.Eval())''' | **'''Circuit Evaluation (FHE.Eval())''' | ||
#Server creates a superposition state for the encrypted classical message and Pauli one time pads it using encrypted pad key. He applies the circuit on it as follows:</br>Let the Circuit be denoted by C and the gates be <math>c_i</math> | #Server creates a superposition state for the encrypted classical message and Pauli one time pads it using encrypted pad key. He applies the circuit on it as follows:</br>Let the Circuit be denoted by C and the gates be <math>c_i</math> | ||