Lect. AYNURƏ FƏRHADOVA

Nəşr Şəbəkəsi

SCI, SSCI və AHCI tərəfindən indekslənmiş dərc edilmiş jurnal məqalələri

On the first passage time of the parabolic boundary by the Markov random walk

Aliyev R., Rahimov F., Farhadova A.

COMMUNICATIONS IN STATISTICS-THEORY AND METHODS , vol.52, no.17, pp.6078-6087, 2023 (SCI-Expanded) Davamlı İnkişaf

Digər jurnallardakı nəşrlər

On the Family of First Passage Time of a Parabola by the Markov Perturbed Random Walk Described by an Autoregressive Process AR(1).

Fərhadova A., Rəhimov F., Əliyev R.

The 9 International Conference on Control and Optimization with Industrial Applications , no.1, pp.745-748, 2025 (Conference Book)

Markov təsadüfi dolaşmaları üçün limit teoremi

Fərhadova A.

“Fizika, Astronomiya və Riyaziyyatın aktual problemləri” mövzusunda Respublika elmi konfransı. Naxçıvan. , no.1, pp.90-94, 2022 (Conference Book)

О семействe моментов первого выхода за нелинейную границу в случайном блуждании, описываемом схемой авторегрессии.

Fərhadova A., Rəhimov F., Quliyeva L.

Collection of Abstrakts «Priority areas of research in scientific and educational activities: problems and prospects». Ministry of Education and Science of Ukraine Communal Institution of Higher Education “ Rivne Medical Academy” of Rivne Regional Council. Ukraine. , no.1, pp.289, 2021 (Conference Book) Davamlı İnkişaf

On the family of the first passage time of the parabola by a random walk described by the autoreqressive process

Fərhadova A., Ragimov F., Ibrahimova I.

V.I.Romanovskiy Institute of Mathematics of National University of Uzbekistan named after Mirzo Ulugbek Proceedings of scientific conference “Modern problems of stochastic analysis” dedicated to the 100th anniversary of the birth of academician S.Kh.Sirajdinov. Tashkent, Uzbekistan. , no.1, pp.69-71, 2020 (Conference Book)

Limit theorem for first passage times in the random walk described by the generalization of the autoregressive process

Rahimov F., Ibadova I., Farhadova A.

Uzbek Mathematical Journal , vol.64, pp.102-110, 2020 (Scopus) Davamlı İnkişaf

On Strong Law of Large Numbers for the Family of First Passage Times for the Level in Random Walk Described by a Non-Linear Function of Autoregression Process of Order One (AR (1))

Fərhadova A., Ibadova I.

Caspian Journal of Applied Mathematics, Ecology and Economics , no.7, pp.41-45, 2019 (Peer-Reviewed Journal)

Limit theorems for a family of the first passage times of a parabola by the sums of the squares autoregression process of order one (AR(1))

Rahimov F., Ibadova I., Farhadova A.

Uzbek Mathematical Journal , vol.2019, no.2, pp.81-88, 2019 (Peer-Reviewed Journal)

ОБ УСИЛЕННОМ ЗАКОНЕ БОЛЬШИХ ЧИСЕЛ ДЛЯ СЕМЕЙСТВА МОМЕНТОВ ПЕРВОГО ПЕРЕСЕЧЕНИЯ УРОВНЯ СЛУЧАЙНЫМ БЛУЖДАНИЕМ, ОПИСЫВАЕМОМ ОБОБЩЕННЫМ ПРОЦЕССОМ АВТОРЕГРЕССИИ ПЕРВОГО ПОРЯДКА

Fərhadova A.

Proceedings of IAM , no.8, pp.196-201, 2019 (Peer-Reviewed Journal)

On the first passage time of the parabola by a random walk described by the autoreqressive process

Fərhadova A.

Journal of Baku Engineering University Mathematics and Computer Science., Baku, Azerbaijan , no.1, pp.102-106, 2019 (Peer-Reviewed Journal)

Limit theorems for the family of the first passage time of the level by randon walk described by a nonlinear function of the autoregressive process of order one (AR(1))

Fərhadova A., Aliev S., Ragimov F., Khalilov V.

Uzbek Mathematical Journal, Uzbekistan Academy of sciences V.İ.Romanovskiy İnstitute of Mathematics, Tashkent, Uzbekistan , no.1, pp.4-13, 2019 (Peer-Reviewed Journal)

Предельные теоремы для семейства моментов первого достижения парабол суммами квадратов процесса авторегрессии первого порядка (AR(1))

Fərhadova A., Рагимов Ф., Гашимова Т.

Ümummilli lider Heydər Əliyevin anadan olmasının 95-ci il dönümünə həsr olunmuş "Riyaziyyat və Mexanikanın aktual problemləri" adlı elmi konfrans Bakı Dövlət Universiteti Mexanika-riyaziyyat fakültəsi , Bakı, Azərbaycan. , no.1, pp.188-191, 2018 (Conference Book) Davamlı İnkişaf

Limit theorem for the first passage time of the level by the random walk described by nonlinear function of the autoregression process of order one AR(1)

Ragimov F., Farhadova A., Khalilov V.

Uzbek Mathematical Journal , vol.2018, no.2, pp.127-135, 2018 (Peer-Reviewed Journal)

Limit theorems for the family of the first passage time of the parabola by a random walk described by the autoreqression process of order one (AR(1))

Fərhadova A., Rahimov F., Khalilov V.

Central limit theorem for the family of the first passage time of the level by a random walk described by the autoreqression process of order one (AR(1))

Fərhadova A., Rahimov F.

Akif Cəfər oglu Hacıyevin 80 illik yubleyinə həsr olunmuş “Riyaziyyat və Mexanikanin müasir problemləri” adlı Beynəlxalq konfransın materialları, BDU, Bakı, Azərbaycan. , no.1, pp.177-178, 2017 (Conference Book)

Limit theorems for the passage time of the level by random walk described by nonlinear function of autoregression process of order one

Fərhadova A., Rahimov F., İbadova İ., Khalilov V.

Об усиленном законе больших чисел для семейства моментов первого выхода за уровень в случайном блуждании, описываемом нелинейной функцией от процесса авторегрессии первого порядка (AR(1))

Fərhadova A., Рагимов Ф., Ибадова И.

“Riyaziyyatın nəzəri və tətbiqi problemləri” mövzusunda Beynəlxalq elmi konfransın materialları, Sumqayıt, Azərbaycan. , no.1, pp.87-88, 2017 (Conference Book)

Strong law of large numbers for a class of first passage time in the first order autoregression AR (1) scheme

Ibadova I. A., Khalilov V. S., Fərhadova A.

Transactions of NAS of Azerbbaijan, XXXVII , no.1, pp.121-125, 2017 (Scopus)

Усиленный закон больших чисел для одного класса моментов первого выхода в схеме авторегрессии первого порядка (AR(1))

Fərhadova A., Рагимов Ф.

Mecid Lətif oğlu Rəsulovun 100 illik yubleyinə həsr olunmuş “Nəzəri və tətbiqi riyaziyyatın aktual məsələləri” Respublika elmi konfransın materialları, BDU, Bakı, Azərbaycan , no.1, pp.247, 2016 (Conference Book) Davamlı İnkişaf

Об асимптотическом поведении семейства моментов первого достижения уровня случайным блужданием, описываемом процессом авторегрессии первого порядка

Fərhadova A., Рагимов Ф., Ибадова И.

Əmir Şamil oğlu Həbibzadənin 100 –cü ildönümünə həsr olunmuş “Funksional analiz və onun tətbiqləri”adlı respublika elmi konfransın materialları, BDU, Bakı, Azərbaycan. , no.1, pp.188-189, 2016 (Conference Book) Davamlı İnkişaf

LIMIT THEOREMS FOR THE RANDOM WALK DESCRIBED BY THE AUTOREGRESSION PROCESS OF ORDER ONE

Rahimov F., Ibadova I., Fərhadova A., Hashimova T.

Proceedings of the Institute of Applied Mathematics , vol.5, no.1, pp.25-33, 2016 (Peer-Reviewed Journal) Davamlı İnkişaf

LIMIT THEOREMS FOR THE VALUE OF A RANDOM WALK IN MOMENT OF THE FIRST PASSAGE TIME BEYOND THE LEVEL BY THE PROCESS DESCRIBED BY A NONLINEAR FUNCTION OF AUTOREGRESSION PROCESS OF ORDER ONE ((1) AR)

Rahimov F., Ibadova I., Fərhadova A.

СІМНАДЦЯТА МІЖНАРОДНА НАУКОВА КОНФЕРЕНЦІЯ ІМЕНІ АКАДЕМІКА МИХАЙЛА КРАВЧУКА , no.1, pp.33-34, 2016 (Conference Book) Davamlı İnkişaf

Integral limit theorem for the first passage time of the level by a random walk described by a utoregression process of order one (AR(1))

Rahimov F., Hashimova T., Fərhadova A.

Transactions of National Academy of Sciences of Azerbaijan. Series of Physical-Technical and Mathematical Sciences , vol.35, pp.81-86, 2015 (Scopus)

Referensiya edilmiş Elmi İclaslarda dərc olunmuş məqalələr

On the Family of First Passage Time of a Parabola by the Markov Perturbed Random Walk Described by an Autoregressive Process AR(1)

Fərhadova A., Rahimov F., Aliyev R.

The 9 International Conference on Control and Optimization with Industrial Applications, İstanbul, Turkey, 27 - 29 August 2024, no.1, pp.745-748

ON THE CENTRAL LIMIT THEOREM FOR THE LEAST-SQUARES ESTIMATOR OF THE UNKNOWN PARAMETER IN THE AUTOREGRESSIVE PROCESS OF ORDER ONE (AR(1))

Ragimov F., Khalilov V., Fərhadova A.

PROCEEDINGS OF THE7TH INTERNATIONAL CONFERENCE ON CONTROL AND OPTIMIZATION WITH INDUSTRIAL APPLICATIONS, VOL. 1, 26 - 28 August 2020, pp.338-340

LIMIT THEOREMS FOR THE FAMILY OF THE FIRST PASSAGE TIME OF THE PARABOLA BY A RANDOM WALK DESCRIBED BY THE AUTOREQRESSION PROCESS OF ORDER ONE (AR(1))

Aliev S., Rahimov F., Hashimova T., Fərhadova A., Bagirova G.

PROCEEDINGS OF THE 6TH INTERNATIONAL CONFERENCE ON CONTROL AND OPTIMIZATION WITH INDUSTRIAL APPLICATIONS, VOL I, 11 - 13 July 2018, pp.65-67

LIMIT THEOREM FOR THE FIRST PASSAGE TIME OF THE LEVEL BY THE RANDOM WALK DESCRIBED BY NONLINEAR FUNCTION OF THE AUTOREGRESSION PROCESS OF ORDER ONE AR(1)

Rahimov F., Hashimova T., Fərhadova A., Khalilov V., Gulieva L.

PROCEEDINGS OF THE 6TH INTERNATIONAL CONFERENCE ON CONTROL AND OPTIMIZATION WITH INDUSTRIAL APPLICATIONS, VOL II, 11 - 13 July 2018, pp.244-246

Integral limit theorem for the first reaching the level of the random walk described by the first order ( AR (1)) of the autoreqression process

Fərhadova A., Rahimov F., Hashimova T.

The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts, Baku, Azerbaijan, 27 - 29 August 2015, no.2, pp.417-419

The central limit theorem for the family of the first moments of reaching the level of the random walk, described by the first order autoregression process

Fərhadova A., Rahimov F., Aliyev S.

The 5th International Conference on Control and Optimization ith İndustrial applications, Book of abstrakts, Baku, Azerbaijan, 27 - 29 August 2015, no.2, pp.414-417

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Lect. AYNURƏ FƏRHADOVA

Nəşrlər və əsərlər

On the first passage time of the parabolic boundary by the Markov random walk

On the Family of First Passage Time of a Parabola by the Markov Perturbed Random Walk Described by an Autoregressive Process AR(1).

Markov təsadüfi dolaşmaları üçün limit teoremi

О семействe моментов первого выхода за нелинейную границу в случайном блуждании, описываемом схемой авторегрессии.

On the family of the first passage time of the parabola by a random walk described by the autoreqressive process

Limit theorem for first passage times in the random walk described by the generalization of the autoregressive process

On Strong Law of Large Numbers for the Family of First Passage Times for the Level in Random Walk Described by a Non-Linear Function of Autoregression Process of Order One (AR (1))

Limit theorems for a family of the first passage times of a parabola by the sums of the squares autoregression process of order one (AR(1))

On the first passage time of the parabola by a random walk described by the autoreqressive process

Limit theorems for the family of the first passage time of the level by randon walk described by a nonlinear function of the autoregressive process of order one (AR(1))

Предельные теоремы для семейства моментов первого достижения парабол суммами квадратов процесса авторегрессии первого порядка (AR(1))

Limit theorem for the first passage time of the level by the random walk described by nonlinear function of the autoregression process of order one AR(1)

Limit theorems for the family of the first passage time of the parabola by a random walk described by the autoreqression process of order one (AR(1))

Central limit theorem for the family of the first passage time of the level by a random walk described by the autoreqression process of order one (AR(1))

Limit theorems for the passage time of the level by random walk described by nonlinear function of autoregression process of order one

Strong law of large numbers for a class of first passage time in the first order autoregression AR (1) scheme

Усиленный закон больших чисел для одного класса моментов первого выхода в схеме авторегрессии первого порядка (AR(1))

Об асимптотическом поведении семейства моментов первого достижения уровня случайным блужданием, описываемом процессом авторегрессии первого порядка

LIMIT THEOREMS FOR THE RANDOM WALK DESCRIBED BY THE AUTOREGRESSION PROCESS OF ORDER ONE

LIMIT THEOREMS FOR THE VALUE OF A RANDOM WALK IN MOMENT OF THE FIRST PASSAGE TIME BEYOND THE LEVEL BY THE PROCESS DESCRIBED BY A NONLINEAR FUNCTION OF AUTOREGRESSION PROCESS OF ORDER ONE ((1) AR)

Integral limit theorem for the first passage time of the level by a random walk described by a utoregression process of order one (AR(1))

On the Family of First Passage Time of a Parabola by the Markov Perturbed Random Walk Described by an Autoregressive Process AR(1)

ON THE CENTRAL LIMIT THEOREM FOR THE LEAST-SQUARES ESTIMATOR OF THE UNKNOWN PARAMETER IN THE AUTOREGRESSIVE PROCESS OF ORDER ONE (<i>AR</i>(1))

LIMIT THEOREMS FOR THE FAMILY OF THE FIRST PASSAGE TIME OF THE PARABOLA BY A RANDOM WALK DESCRIBED BY THE AUTOREQRESSION PROCESS OF ORDER ONE (<i>AR</i>(1))

LIMIT THEOREM FOR THE FIRST PASSAGE TIME OF THE LEVEL BY THE RANDOM WALK DESCRIBED BY NONLINEAR FUNCTION OF THE AUTOREGRESSION PROCESS OF ORDER ONE <i>AR</i>(1)

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 central limit theorem for the family of the first moments of reaching the level of the random walk, described by the first order autoregression process

Nəşr

İstinad (Scopus)

H-indexi (Scopus)

İstinad (Scholar)

H-indexi (Scholar)

Açıq giriş