new subclasses of meromorphic bi-univalent functions by associated with ‎subordinate

‎in the present paper‎, ‎we define two subclasses $sigma(lambda‎, ‎alpha‎, ‎beta)$‎, ‎$sigma_{mathcal c}(alpha‎, ‎beta)$ of meromorphic univalent functions and subclass $sigma_{{mathcal b},{mathcal c}}(alpha‎, ‎beta‎, ‎lambda)$ of meromorphic bi-univalent functions‎. ‎furthermore‎, ‎we obtain estimates on the general coefficients $|b_n|~(n ge1)$ for functions in the subclasses $sigma(lambda‎, ‎alpha‎, ‎beta)$‎, ‎$sigma_{mathcal c}(alpha‎, ‎beta)$ and estimates for the early coefficients of functions in subclass $sigma_{{mathcal b},{mathcal c}}(alpha‎, ‎beta‎, ‎lambda)$ by associated subordination‎. ‎the results obtained in this paper would generalize and improve those in related works of several earlier authors‎.