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利用不可约张量基的概念和不可约张量算符的性质，给出了Ｏ（４）Ｏ（３）约化因子（ｎ１ｎ２）（１２±１２的代数表达式，同时也给出了Ｏ（４）Ｒａｃａｈ系数１２１２（ｎ１ｎ２）１２±１２，１２±１２（ｎ１ｎ２）１和（ｎ１ｎ２）１２±１２１的代数表达式
By using the concept of irreducible tensor basis and the properties of irreducible tensor operators, the algebraic expression of O (4) O (3) reduction factor (n1n2) (12 ± 12) (4) The Algebraic Expression of Racah Coefficient 1212 (n1n2) 12 ± 12,12 ± 12 (n1n2) 1 and (n1n2) 12 ± 121