Orthogonality between two characteristic subspaces that correspondence by non zero characteristic value of two real symmetric trausformations is discorused in this paper,than the Craig Theorem has become a corollaire too.

 
  • 討論了歐氏空間中的兩個(gè)實(shí)對稱(chēng)變換的非零特征根的所對應特征子空間互相正交的充要條件 ,并用比較簡(jiǎn)捷的方法證明了定理 1 ,將它應用到概率論中證明了Craig定理。
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