Leggett不等式和非定域实在论

Leggett inequality and nonlocal realism

通过比较Leggett不等式和Bell不等式,研究了Leggett不等式中非定域项的特点,给出了非定域项在不同幂次下Leggett不等式的形式.发现在非定域项不同的幂次下,推广的Leggett不等式对应着不同强弱的两体关联,即关联的大小可由幂次δ的取值来标定.并对推广的Leggett不等式和Bell不等式在量子力学下破坏大小进行了比较,分析了破坏大小和非定域项的关系.

Through comparing the Leggett inequality with Bell inequalities, we investigate the nature of the nonlocal term in Leggett inequality and obtain various Leggett inequalities with different powers of the nonloeal term. We find that in different powers of δ the generalized Leggett inequalities correspond to different degrees of bipartite correlation, that is, the degree of correlation can be determined by the power of δ. The violation degrees of the generalized Leggett inequality and the Bell inequality are compared under the circumstance of quantum mechanics. The relations between violation of inequalities and nonlocal term are analyzed.