MATEMATIKA HAMMA ANIQ FANLARGA ASOS. BU FANNI YAXSHI BILGAN BOLA AQLLI, KENG TAFAKKURLI BO‘LIB O‘SADI, ISTALGAN SOHADA MUVAFFAQIYATLI ISHLAB KETADI.

SH.MIRZIYOYEV

      KIM MATEMATIKANI BILMASA, HAQIQATNI BILMAYDI. KIM UNI TUSHUNMASA ZULMATDA YASHAYDI.

RENE DEKART

      MATEMATIKANING ASOSIY VAZIFASI BIZNI O’RAB TURGAN TARTIBSIZLIKLARDA YASHIRINGAN TARTIBNI TOPISHDAN IBORAT.

N.WIENER

Erkin To'xtayev Egamberdiyevich
Erkin0876
Qarshi davlat universiteti
Qarshi shahar Ko'chabog' ko'chasi 17-uy

Ilmiy yo‘nalishlar

Stoxastik analiz, tarmoqlanuvchi tasodifiy jarayonlar

Akademik(ilmiy) daraja: Magistr

Ilmiy unvon: Yo‘q

Faoliyat tizimi: Oliy ta’lim

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Ilmiy maqolar

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Ilmiy maqolar

2021
7. A.A.Imomov, E.E.To'xtayev, On asymptotic structure of the critical Galton–Watson branching processes with infinite variance and allowing immigration // Applied Modeling Techniques and Data Analysis 2: John Wiley & Sons, Inc. 2021 Imomov_Tukhtaev_for_CollVolume.pdf (194,14 Kb)
6. A.A.Imomov, E.E.To'xtayev, Further Results on the Theory of Galton-Watson Branching Processes Allowing Immigration without Finite Variances // MPSIDA, Moskva
2020
5. A.A.Imomov, E.E.To'xtayev, On asymptotic structure of the critical Galton-Watson Branching Processes with infinite variance and Immigration // arXiv:1904.09723 Arxiv.math PR.pdf (118,09 Kb)
4. Sh.Raxmonov, A M Nematov, N Sh Azizova, D A Abdullaeva, E.To'xtayev, Mathematical modelling of the hydrodynamic structure of flows in the apparatus for cultivating chlorella: Parametric identification of the mathematical model // IOP Conference Series Earth and Environmental Science Rakhmanov_2020_IOP_Conf._Ser.__Earth_Environ._Sci._614_012152.pdf (1,44 Mb)
2019
3. A.A.Imomov, E.E.To'xtayev, On application of slowly varying functions with remainder in the theory of Galton–Watson Branching Process // Journal of Siberian Federal University: Math. and Physics, vol. 12(1) SFU.pdf (107,27 Kb)
2. A.A.Imomov, E.E.To'xtayev, On invariant properties of critical Galton-Watson Branching Processes with infinite variance // Applied Methods of Statistical Analysis. Statistical Computation and Simulation-AMSA'2019
1. A.A.Imomov, E.E.To'xtayev, On the basic lemma of the theory of critical Galton-Watson branching processes with possibly infinite variance // V Межд. kонфер. «Актуалние проблеми математики и информатики» V Межд. kонфер. «Актуалние проблеми математики и информатики».pdf (2,95 Mb)