Roter (1964) and Matsumoto (1969) have studied on second order recurrent spaces and Kaehlerian spaces with parallel or vanishing Bochner curvature tensor. Singh (1972) have defined and studied Kaehlerian recurrent and Ricci- recurrent spaces of second order. Further, Rawat and Prasad (2010) studied on holomorphically projectively flat parabolically Kaehlerian spaces. In the present paper, we have studied Einstein - Kaehlerian recurrent and symmetric spaces of second order and several theorems have been derived within. The necessary and sufficient condition for an Einstein - Kaehlerian conharmonic recurrent space to be Kaehlerian recurrent space is discussed.