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Classical Fully Homomorphic Encryption for Quantum Circuits: Difference between revisions
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Classical Fully Homomorphic Encryption for Quantum Circuits (edit)
Revision as of 10:53, 29 April 2019
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* '''Decryption''' Server repeats the same procedure for each layer and at the end of last layer, sends the updated recryption of pad key and classical measurement output of the first register (containing the corrected quantum state encrypted by pad key) to Client. Client converts the pad key to another secret text using AltHE. The sent pad key is recrypted with public key of the last (<math>L_{th}</math>) evaluation key used. This is the <math>(L + 1)_{th}</math> public key. Hence, Client uses <math>(L + 1)_{th}</math> secret key (which was not included in the evaluation keys) to decrypt the updated encryption of pad key sent by the Server. She (Client) uses the resulting pad key to undo the one time pad on the sent output. | * '''Decryption''' Server repeats the same procedure for each layer and at the end of last layer, sends the updated recryption of pad key and classical measurement output of the first register (containing the corrected quantum state encrypted by pad key) to Client. Client converts the pad key to another secret text using AltHE. The sent pad key is recrypted with public key of the last (<math>L_{th}</math>) evaluation key used. This is the <math>(L + 1)_{th}</math> public key. Hence, Client uses <math>(L + 1)_{th}</math> secret key (which was not included in the evaluation keys) to decrypt the updated encryption of pad key sent by the Server. She (Client) uses the resulting pad key to undo the one time pad on the sent output. | ||
== | == Notation == | ||
* <math>k</math>: security parameter | * <math>k</math>: security parameter | ||
* <math>\tilde{x}</math>: encryption of x | * <math>\tilde{x}</math>: encryption of x | ||