Prepare-and-Send Universal Blind Quantum Computation: Difference between revisions

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###Client computes <math>\phi '_{x,y}</math> where <math>s^X_{0,y}=s^Z_{0,y}=0</math> <br/>
###Client computes <math>\phi '_{x,y}</math> where <math>s^X_{0,y}=s^Z_{0,y}=0</math> <br/>
###Client chooses <math>r_{x,y} \epsilon_R {0,1}</math> and computes <math>\delta_{x,y}=\phi '_{x,y}+\theta_{x,y}+\pi r_{x,y}</math>.
###Client chooses <math>r_{x,y} \epsilon_R {0,1}</math> and computes <math>\delta_{x,y}=\phi '_{x,y}+\theta_{x,y}+\pi r_{x,y}</math>.
###Client transmits <math>\delta_{x,y}</math> to Server. Server measures in the basis <math>\{|+_{\delta_{x,y}},|−_{\delta_{x,y}}\}</math>.
###Client transmits <math>\delta_{x,y}</math> to Server. Server measures in the basis <math>\{|+_{\delta _{x,y}},|−_{\delta _{x,y}}\}</math>.
###Server transmits the result <math>s_{x,y}\epsilon {0,1}</math> to Client.
###Server transmits the result <math>s_{x,y}\epsilon {0,1}</math> to Client.
###If <math>r_{x,y} = 1,</math> Client flips <math>s_{x,y}</math>; otherwise she does nothing.
###If <math>r_{x,y} = 1,</math> Client flips <math>s_{x,y}</math>; otherwise she does nothing.
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