Estimation of the Unextendable Dead Time Period in a Flow of Physical Events by the Method of Maximum Likelihood

被引：0

作者：

L. A. Nezhel’skaya

机构：

[1] National Research Tomsk State University,

来源：

Russian Physics Journal | 2016年 / 59卷

关键词：

modulated MAP flow of events; unextendable dead time period; method of maximum likelihood;

D O I：

暂无

中图分类号：

学科分类号：

摘要：

A flow of physical events (photons, electrons, and other elementary particles) is studied. One of the mathematical models of such flows is the modulated MAP flow of events circulating under conditions of unextendable dead time period. It is assumed that the dead time period is an unknown fixed value. The problem of estimation of the dead time period from observations of arrival times of events is solved by the method of maximum likelihood.

引用

页码：651 / 662

页数：11

共 50 条

[1] Estimation of the Unextendable Dead Time Period in a Flow of Physical Events by the Method of Maximum Likelihood
Nezhel'skaya, L. A.
RUSSIAN PHYSICS JOURNAL, 2016, 59 (05) : 651 - 662
[2] Estimation of Maximum Likelihood of the Unextendable Dead Time Period in a Flow of Physical Events
Gortsev, A. M.
Solov'ev, A. A.
RUSSIAN PHYSICS JOURNAL, 2016, 58 (11) : 1635 - 1644
[3] Estimation of Maximum Likelihood of the Unextendable Dead Time Period in a Flow of Physical Events
A. M. Gortsev
A. A. Solov’ev
Russian Physics Journal, 2016, 58 : 1635 - 1644
[4] Maximum likelihood estimation of unextendable dead time period duration in the modulated semi-synchronous generalized flow of events
Bakholdina, Maria A.
Gortsev, Alexander M.
VESTNIK TOMSKOGO GOSUDARSTVENNOGO UNIVERSITETA-UPRAVLENIE VYCHISLITELNAJA TEHNIKA I INFORMATIKA-TOMSK STATE UNIVERSITY JOURNAL OF CONTROL AND COMPUTER SCIENCE, 2016, 35 (02): : 13 - 29
[5] ESTIMATION OF UNEXTENDABLE DEAD TIME DURATION IN A FLOW OF PHYSICAL EVENTS BY THE METHOD OF MOMENTS
Nezhel'skaya, L. A.
Sidorova, E. F.
RUSSIAN PHYSICS JOURNAL, 2020, 62 (09) : 1641 - 1648
[6] Estimation of Unextendable Dead Time Duration in a Flow of Physical Events by the Method of Moments
L. A. Nezhel’skaya
E. F. Sidorova
Russian Physics Journal, 2020, 62 : 1641 - 1648
[7] Conditions for Recurrence of a Flow of Physical Events with Unextendable Dead Time Period
L. A. Nezhel’skaya
Russian Physics Journal, 2016, 58 : 1859 - 1867
[8] Conditions for Recurrence of a Flow of Physical Events with Unextendable Dead Time Period
Nezhel'skaya, L. A.
RUSSIAN PHYSICS JOURNAL, 2016, 58 (12) : 1859 - 1867
[9] Estimation of the dead time period and parameters of an asynchronous alternative flow of events with unextendable dead time period
Gortsev A.M.
Nissenbaum O.V.
Russian Physics Journal, 2005, 48 (10) : 1039 - 1054
[10] ESTIMATION OF THE UNIFORM DISTRIBUTION PARAMETER OF UNEXTENDABLE DEAD TIME DURATION IN A GENERALIZED RECURRENT ASYNCHRONOUS FLOW OF EVENTS BY THE MAXIMUM LIKELIHOOD METHOD
Nezhel'skaya, Lyudmila Alekseevna
Pershina, Anna Alexandrovna
VESTNIK TOMSKOGO GOSUDARSTVENNOGO UNIVERSITETA-UPRAVLENIE VYCHISLITELNAJA TEHNIKA I INFORMATIKA-TOMSK STATE UNIVERSITY JOURNAL OF CONTROL AND COMPUTER SCIENCE, 2021, (55): : 53 - 64

← 1 2 3 4 5 →