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May 13, 2026Mathematics0 citationsOpen Access

Bayesian Analysis of Tuberculosis Spread Scenarios in Regions of Russian Federation

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OKOlga Krivorot’koANAndrei NeverovYSYakov Schwartz

Key Points

  • This research aims to understand how tuberculosis spreads in Russia, especially focusing on multidrug-resistant strains and subclinical cases.
  • Developed a compartmental model incorporating subclinical and MDR tuberculosis.
  • Applied Bayesian MCMC framework to analyze regional surveillance data.
  • Conducted sensitivity-based identifiability analysis to quantify parameter uncertainty.
  • Revealed strong heterogeneity in epidemic drivers across five high-burden regions.
  • Found wide credible intervals for contagiousness and detection rates.
  • Probabilistic forecasts showed the importance of improved detection for controlling BE+ cases.

Abstract

Understanding the heterogeneous spread of tuberculosis (TB), particularly multidrug-resistant (MDR) forms and the role of subclinical infection, is critical for achieving the WHO End TB strategy. This study develops a novel compartmental model that explicitly incorporates incipient and subclinical TB together with MDR forms, and links them to case detection and treatment pathways. The key innovation lies in integrating a sensitivity-based identifiability analysis with a Bayesian MCMC framework to quantify parameter uncertainty and correlations directly from regional surveillance data. Applied to five high-burden regions of the Russian Federation (2009–2020), the approach reveals strong heterogeneity in epidemic drivers: wide credible intervals for contagiousness, the rate of progression to bacterio-positive (BE+) states, and detection rates. The probabilistic forecasts up to 2025 are validated against 2021–2023 data. The region-specific differences in these correlated parameters dictate transmission dynamics, and improving detection of BE+ cases is the most effective lever for control.

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Cite This Study

Krivorot’ko et al. (2026) studied this question.

synapsesocial.com/papers/6a03cbbe1c527af8f1ecf6bbhttps://doi.org/10.3390/math14101600
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