QUANTUM TELEPORTATION VIA ENTANGLED FLAVOR STATE OF NEUTRINOS

Abstract

Quantum teleportation, a phenomenon well founded in the principles of quantum entanglement has been a subject of extensive theoretical and experimental research. Since Neutrino oscillations exhibits an entangled state thus, we can exploit this property of neutrinos to transfer quantum information encoded within them. Our main purpose is to find out a state from class of W states which perfectly defines neutrino oscillation and showcase efficient quantum teleportation. Since neutrinos interact very weakly, hence the process of storing and retrieving the information will be difficult which is needed to be tackled. Different inequalities like Leggett Garg inequality and entanglement criteria have been employed to assess the entanglement in the neutrino oscillation. The strength of entanglement is measured using negativity, concurrence and teleportation fidelity is been calculated for different states. Thus, in this study, we propose an approach demonstrating quantum teleportation utilizing the entangled flavor state of neutrinos.