State Estimation for Hidden Nodes of a Contact Center

A partially observed stochastic network is considered for modelling the operation of a contact center. The network consists of three nodes: the main node being observed is an exponential multichannel finite-capacity queuing system with Poisson arrivals; two hidden nodes are virtual stations for blocked and unsatisfied customers who make repeated calls at a certain intensity. Based on the nonlinear optimal filtering equations, a suboptimal filter is derived for load tracking in the hidden nodes. To provide a comparative analysis of the suboptimal filtering scheme, a drift-based filter is used. In addition, the numerical results of parameter estimation based on the proposed filters are presented.

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Publication Details

Journal
Journal of Communications Technology and Electronics
Published
2024-12-01
DOI
https://doi.org/10.1134/s1064226925700068
Primary Topic
Advanced Queuing Theory Analysis
Type
article
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article

State Estimation for Hidden Nodes of a Contact Center

M. V. Lebedev, K. V. Semenikhin, Н. А. Кузнецов
1 links
Journal of Communications Technology and Electronics
Advanced Queuing Theory Analysis
article

State Estimation for Hidden Nodes of a Contact Center

M. V. Lebedev, K. V. Semenikhin, Н. А. Кузнецов
article en

Abstract

A partially observed stochastic network is considered for modelling the operation of a contact center. The network consists of three nodes: the main node being observed is an exponential multichannel finite-capacity queuing system with Poisson arrivals; two hidden nodes are virtual stations for blocked and unsatisfied customers who make repeated calls at a certain intensity. Based on the nonlinear optimal filtering equations, a suboptimal filter is derived for load tracking in the hidden nodes. To provide a comparative analysis of the suboptimal filtering scheme, a drift-based filter is used. In addition, the numerical results of parameter estimation based on the proposed filters are presented.

Journal of Communications Technology and ElectronicsVol. 69(10-12)
Kotelnikov Institute of Radioengineering and Electronics of the Russian Academy of Sciences (RU), Moscow Aviation Institute (RU)
Reduced inequalities
Openalex Percentile: Top 55%
Advanced Queuing Theory Analysis
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