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创建时空可变系多线矢物理学(105)通常量子力学和场论的相应改造和发展(3)4维时空 n维多线矢对子[矢A(X,n)],[矢B(X,n)]的算符
(接(104))
当令算符:
[符矢A(X,n)] ={符矢A(X,n)(x), (x)=(x)1到(x)n求和}
[符矢A(X,n)(x)]=符A(X,n)(x)[基矢(X,n)(x)],
=[矢A(X,n)(x)]=A(X,n)(x)[基矢(X,n)(x)],
[符矢B(X,n)] ={符矢B(X,n)(x), (x)=(x)1到(x)n求和}
[符矢B(X,n)(x)]=符B(X,n)(x)[基矢(X,n)(x)],
=[矢B(X,n)(x)]=B(X,n)(x)[基矢(X,n)(x)],
则几率表达式[符矢A(X,n)]波; [符矢B(X,n)]波与[矢A(X,n)]波; [矢B(X,n)]波有同样的形式,可按“算符”运算;表明依赖[矢A(X,n)],[矢B(X,n)]各分量的任意物理量L(A(X,n)(x),B(X,n)(x))都可由相应的算符[符L(符A(X,n)(x),符B(X,n) (x))来表达并按算符来运算。
(未完待续)
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