Solovev Alexandr A., Gortzev Alexandr M. «Comparison ML-and MM- estimates fixed duration of the dead time MAP-flow of events» // Tomsk State University Journal of Control and Computer Science 2015. №4(33) C.13-22
Nezhel'skaya Lyudmila A., Sidorova Ekaterina F. «Estimation of the unextendable dead time duration in correlated synchronous generalized flow of the second order» // Tomsk State University Journal of Control and Computer Science 2019. №48 C.21-30
Kalyagin Aleksey A., Nezhel'skaya Lyudmila A. «The comparison of maximum likelihood estimation and method of moments estimation of dead time value in a generalized semysynchronous flow of events» // Tomsk State University Journal of Control and Computer Science 2015. №3(32) C.23-32
Berezin Dmitriy V., Nezhel'skaya Lyudmila A. «Comparison of MM and ML estimation of dead time period in Modulated MAP» // Tomsk State University Journal of Control and Computer Science 2016. №3(36) C.26-34
Gortsev Alexander M., Vetkina Anna V. «Estimation of the parameter of the uniform distribution of the duration of unextendable dead time in the semi-synchronous events flow» // Tomsk State University Journal of Control and Computer Science 2021. №54 C.28-37
Fedorova Ekaterina А. «Calculation of moments in retrial queueing system MMPP|M|1» // Tomsk State University Journal of Control and Computer Science 2014. № 4(29) C.41-50
Vetkina Anna V., Gortsev Alexander M. «Estimation by method of moments of the parameter of the uniform distribution of the duration of unextendable random dead time in recurrent semi-synchronous events flow in general and special case» // Tomsk State University Journal of Control and Computer Science 2022. №61 C.47-60
Burkatovskaya Yulia B., Vorobeychikov Sergey E. «Parameter estimation for hyperexponential distribution» // Tomsk State University Journal of Control and Computer Science 2025. №70 C.52-61
Nezhel’skaya Lyudmila A., Pershina Anna A. «Estimation of the uniform distribution parameter of unextendable dead time duration in a generalized recurrent asynchronous flow of events by the maximum likelihood method» // Tomsk State University Journal of Control and Computer Science 2021. №55 C.53-64
Gortsev Alexander M., Vetkina Anna V. «MM-estimation of the parameter of the uniform distribution of the duration of unextendable random dead time in the semi-synchronous events flow in the special case» // Tomsk State University Journal of Control and Computer Science 2022. №58 C.58-70
Keba Anastasia V., Nezhel’skaya Lyudmila A. «Estimation of the probability density parameters of the interval duration between events in generalized MAP with two states» // Tomsk State University Journal of Control and Computer Science 2021. №57 C.62-73
Pershina Anna A., Nezhel’skaya Lyudmila A. «Estimation procedure of the uniform distribution parameter of unextendable dead time duration in a generalized recurrent asynchronous flow of events in special case» // Tomsk State University Journal of Control and Computer Science 2021. №54 C.65-73
Keba Anastasiya V., Nezhel’skaya Ludmila A. «Estimation of dead time duration in generalized MAP with two states» // Tomsk State University Journal of Control and Computer Science 2022. №61 C.69-80
Nezhel’skaya Lyudmila A., Tumashkina Diana A. «Estimation of the unextendable dead time duration in semi-synchronous events flow of the second order by the method of moments» // Tomsk State University Journal of Control and Computer Science 2020. №53 C.82-92
Nezhel’skaya Lyudmila A., Ponomarenko Valentina D. «Generalized asynchronous flow of events with extending dead time» // Tomsk State University Journal of Control and Computer Science 2024. №69 C.82-94
Pershina Anna Alexandrovna, Nezhel'skaya Lyudmila Alekseevna «Estimation of the uniform distribution parameter of unextendable dead time duration in a generalized asynchronous flow of events in special case» // Tomsk State University Journal of Control and Computer Science 2020. №51 C.87-93
Nezhel’skaya L.A., Pershina A.A. «Estimation of the unextendable dead time random duration parameter in a recurrent generalized asynchronous flow of physical events» // Izvestiya vuzov. Fizika 2020. №1 C.88-93
