通过研究一类解析的Toeplitz算子,引出单叶算子的概念,并刻画了它的((U+H)轨道闭包,从而给出这类算子集合的((U+H)不变量.最后得到关于这类算子的Putnam定理.
A notion referring to the univalent operator was proposed via considering a class of the analytic Toeplitz operators. Then we characterized the (U+H)-orbit closure of univalent operator and gave its ((U+H)-invariant. In the end we got Putnam theorem of this kind of operators.