量子光学学报
量子光學學報
양자광학학보
ACTA SINICA QUANTUM OPTICA
2008年
3期
313-316
,共4页
双粒子纠缠态表象%双变数厄密多项式
雙粒子糾纏態錶象%雙變數阨密多項式
쌍입자규전태표상%쌍변수액밀다항식
the bipartite entangled state representation%the introduction of two-variable Hermite polynomials
对于量子光学的双粒子纠缠态表象,我们给出一个新途径以分析其在福克空间中的表达式.此分析自然导致双变数厄密多项式的引入,它截然不同于单变数厄密多项式.
對于量子光學的雙粒子糾纏態錶象,我們給齣一箇新途徑以分析其在福剋空間中的錶達式.此分析自然導緻雙變數阨密多項式的引入,它截然不同于單變數阨密多項式.
대우양자광학적쌍입자규전태표상,아문급출일개신도경이분석기재복극공간중적표체식.차분석자연도치쌍변수액밀다항식적인입,타절연불동우단변수액밀다항식.
For the bipartite entangled state representation in quantum optics,the author present a new approach to analyze its expression in Fock space.The analysis naturally leads to the introduction of two-variable Hermite polyno mials,which is sharply different with the usual single-variable Hermite polynomials.
