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Pseudo-Secret Random Qubit Generator (PSQRG)
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== Properties == *<math>f_k</math>, the function with required properties as given below in point 4. *n, number of qubits in the control register. *The function used for the protocol is required to satisfy the following properties: one-way, trapdoor, two-regular, collision resistance, quantum-safe (See Definitions). *This protocol is secure under learning with errors assumption i.e. it relies on assumption over a quantum Server to be unable solve a computationally hard problem. *The protocol assumes that all quantum operators are described by polynomially-sized circuits. *The randomness of the output qubit is due to the (fundamental) randomness of quantum measurements that are part of the instructions that the Client gives. *The Server cannot guess the state any better than if he had just received that state directly from the Client (up to negligible probability). *''Correctness'' If both the Client and the Server follow the protocol, the protocol aborts when {missing equation}, while otherwise the Server ends up with the output (single) qubit being in the state ), where <math>\theta</math> is given by [[equation|equation]] (see Pseudo Code). * The single qubit state generated by the protocol remains private against a QHBC Server.
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