Prepare-and-Send Verifiable Quantum Fully Homomorphic Encryption: Difference between revisions

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** $\pi_i \xleftarrow[r]{r} S_{3m}$
** $\pi_i \xleftarrow[r]{r} S_{3m}$
** $(g_i, \gamma_i^{in}, \gamma_i^{mid}, \gamma_i^{out}) \xleftarrow[]{} TrapTP.GadgetGen(sk_{i-1})$
** $(g_i, \gamma_i^{in}, \gamma_i^{mid}, \gamma_i^{out}) \xleftarrow[]{} TrapTP.GadgetGen(sk_{i-1})$
        \item $\Gamma_i \xleftarrow[]{} MAC.Sign(HE.ENC_{pk_i}(g_i, \pi_i)) \otimes TrapTP.ENC((\pi_i, k, sk_0, ..., sk_t, pk_i), \gamma^{mid}_i \otimes TrapTP.Enc(sk, \gamma^{in}_i, \gamma^{out}_i$
** $\Gamma_i \xleftarrow[]{} MAC.Sign(HE.ENC_{pk_i}(g_i, \pi_i)) \otimes TrapTP.ENC((\pi_i, k, sk_0, ..., sk_t, pk_i), \gamma^{mid}_i \otimes TrapTP.Enc(sk, \gamma^{in}_i, \gamma^{out}_i$
* $keys \xleftarrow[]{} MAC.Sign(evk_0, ..., evk_t, pk_0, ..., pk_t, HE.Enc_{pk_0}(\pi))$
* $keys \xleftarrow[]{} MAC.Sign(evk_0, ..., evk_t, pk_0, ..., pk_t, HE.Enc_{pk_0}(\pi))$
* $\rho_{evk} \xleftarrow[]{} (keys, \mu^{P}_0, ..., \mu^{P}_p, \mu^{T}_0, ..., \mu^{T}_t, \mu^{H}_0, ..., \mu^{H}_h, \Gamma_1, ..., \Gamma_t)$
* $\rho_{evk} \xleftarrow[]{} (keys, \mu^{P}_0, ..., \mu^{P}_p, \mu^{T}_0, ..., \mu^{T}_t, \mu^{H}_0, ..., \mu^{H}_h, \Gamma_1, ..., \Gamma_t)$
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