The important purpose of this current work is to study a new class of operators, the so-called Toeplitz-superposition operators as an expansion of the weighted known composition operators, induced by such continuous entire functions mapping on bounded specific sets. Minutely, we have deeply discussed the conditions for boundedness of this new type of operators between certain types of some holomorphic Bloch classes with some specific values of the weighted functions.

中文翻译：

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解析Bloch空间上的Toeplitz叠加算子

当前工作的重要目的是研究一类新的算子，即所谓的Toeplitz叠加算子，它是对已知组合加权算子的扩展，由这种连续的完整函数映射到有界的特定集合上引起。分钟，我们已经深入讨论了这种新型算子在某些全同型Bloch类的某些类型与某些特定加权函数值之间的有界条件。