Abstract
We study the CHSH inequality for a system of two spin j particles, for generic j. The CHSH operator is constructed using a set of unitary, Hermitian operators {A1,A2,B1,B2}. The expectation value of the CHSH operator is analyzed for the singlet state |ψs〉. Being |ψs〉 an entangled state, a violation of the CHSH inequality compatible with Tsirelson's bound is found. Although the construction employed here differs from that of [1], full agreement is recovered.
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