We give a classical protocol to simulate quantum correlations implied by a spin s singlet state for the infinite sequence of spins satisfying (2s+1)=2n, where n>0 is an integer.The required amount of communication is found to increase as log2d where d=2s+1 is the dimension of the spin s Hilbert space.
We give a classical protocol to exactly simulate quantum correlations implied by a spin s singlet state for the infinite sequence of \textit{integer} spin s=1,4,13,... satisfying (2s+1)=3n,where n is a positive integer.The required amount of communication is found to increase as log3d2 where d=2s+1 is the dimension of the spin s Hilbert space.
Analysis of Quantum Correlation in Successive Spin Measurements, Classical Communication of Spin S Singlet States and Quantum Nonlocality of two Qubit Entangled States
In this thesis, we study about three subjects 1- Classical simulation of two spin-s singlet correlations for all s involving spin measurements, 2- Quantum correlations in successive single spin measurements, 3- Non locality without inequality for almost all two-qubit entangled states based on Cabello's non locality argument.