A. Fərhadova Et Al. , "Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process," The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts , no.2, Baku, Azerbaijan, pp.417-419, 2015
Fərhadova , A. Et Al. 2015. Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process. The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts , (Baku, Azerbaijan), 417-419.
Fərhadova , A., Rahimov, F., & Hashimova, T., (2015). Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process . The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts (pp.417-419). Baku, Azerbaijan
Fərhadova , AYNURƏ, F.H. Rahimov, And T.E. Hashimova. "Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process," The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts, Baku, Azerbaijan, 2015
Fərhadova , AYNURƏ Et Al. "Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process." The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts , Baku, Azerbaijan, pp.417-419, 2015
Fərhadova , A. Rahimov, F. And Hashimova, T. (2015) . "Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process." The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts , Baku, Azerbaijan, pp.417-419.
@conferencepaper{conferencepaper, author={AYNURƏ FƏRHADOVA Et Al. }, title={Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process}, congress name={The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts}, city={Baku}, country={Azerbaijan}, year={2015}, pages={417-419} }