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In this paper, we consider a general nonlinear integral operator Hαii(f1,..., fn;g1,..., gn)(z). Some results including coefficient problems, univalency condition and radius of convexity for this integral operator are given. Furthermore, we discuss the mapping properties between Hαii(f1,..., fn; g1,..., gn)(z) and subclasses of analytic functions with bounded boundary rotation. The same subjects for some corresponding classes are shown upon specializing the parameters in our main results.  相似文献
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