Quantum Computing Asked by Ganesh M on February 12, 2021
What are non maximally entangled Bell bases? How to derive those Bell bases and where can these bases be used?
One such nonmaximally entangled basis might be:
$|Theta^1 rangle = |Psi^+ rangle = dfrac{|01 rangle + |10rangle}{sqrt{2}}$
$|Theta^2 rangle = |Psi^- rangle = dfrac{|01 rangle - |10rangle}{sqrt{2}}$
$|Theta^3 rangle = dfrac{ cos(phi)^2|00 rangle + sin(phi)^2|11rangle}{sqrt{cos(phi)^4 + sin(phi)^4 } } $
$|Theta^4 rangle = dfrac{ cos(phi)^2|00 rangle - sin(phi)^2|11rangle}{sqrt{cos(phi)^4 + sin(phi)^4 } } $
according to the paper "Nonmaximally entangled bases and their application in entanglement purification via swapping".
Answered by KAJ226 on February 12, 2021
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