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\textbf{On The Statistical }$\sigma -$\textbf{Convergence of Order }$\alpha $%
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Y.ALTIN$^{1}$, M.ET$^{2}$ and R.\c{C}OLAK$^{3}$

$^{1,2,3}$Department of Mathematics Firat University, Elazi\u{g}, Turkey
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\textbf{Abstract}

We define the concepts of statistical $\sigma -$convergence of order $\alpha
.$ Some relation between the statistical $\sigma -$convergence of order $%
\alpha $ and  strong  $\sigma _{q}-$convergence of order $\alpha $ are given.

\textbf{References}

[1] \c{C}olak,R. Statistical Convergence of Order $\alpha $. Modern Methods
in Analysis and Its Applications, NewDelhi, Indian: Anamaya Pub,2010:
121-129.

[2] Mursaleen, M.; Edely, Osama H. H. On the invariant mean and statistical
convergence. Appl. Math. Lett. 22 (2009), no. 11, 1700--1704.

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