on certain properties for new subclass of meromorphic starlike functions

‎in this paper we studying some properties of starlike function of order $lambda$ which satisfy in the condition‎‎$$re(frac{zf^{’}(z)}{f(z)}+alphafrac{z^{2}f^{’’}(z)}{f(z)})<1-lambda+alpha$$‎‎for all $zin u={z:|z|<1}$‎, ‎where $f(z)=1+sum_{k=1}^infty a_{k}z^{k}$ is analytic in $u$‎, ‎$0leqslantalpha<2$ and $0leqslantlambda<1$‎. ‎our results extend previos results given by aghalary et al.‎ ‎(2009) and wang et al.(2014).