New Application of Weyl Correspondence in Studying Husimi Operator
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摘要:
In this paper, the so-calied Husimi operator Ah(q,p;k), which is introduced by smoothing out the Wigner operator △ω(q,p) by averaging over the "coarse graining" function exp[-k(q'-q)2 _ (p, _ p)2/k], is now regarded as a Weyl correspondence connecting the Husimi operator △h (q, p; a) with its classical correspondence, since the integration kernel is just the Wigner operator. In this way we can easily identify |p, q;k) such that Ah(q, p; k) = |p, q; k)(p, q; k|,where |p, q; k) is a new kind of squeezed coherent states. The entangled Husimi operator is also treated in this way. Thus a simple way to lind the Husimi operator is presented.