In this study, 2n -dimensional (n > 2) generalized conformally recurrent Kaehlerian Weyl spaces and generalized conharmonicaly recurrent Kaehlerian Weyl spaces are defined. It is proved that a Kaehlerian Weyl space is generalized conformally recurrent if and only if it is generalized recurrent.Also, it is shown that a Kaehlerian Weyl space will be generalized recurrent if and only if it is generalized conharmonically recurrent.
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