» Articles » PMID: 33838587

Competition Between RSV and Influenza: Limits of Modelling Inference from Surveillance Data

Overview
Journal Epidemics
Publisher Elsevier
Date 2021 Apr 10
PMID 33838587
Citations 11
Authors
Affiliations
Soon will be listed here.
Abstract

Respiratory Syncytial Virus (RSV) and Influenza cause a large burden of disease. Evidence of their interaction via temporary cross-protection implies that prevention of one could inadvertently lead to an increase in the burden of the other. However, evidence for the public health impact of such interaction is sparse and largely derives from ecological analyses of peak shifts in surveillance data. To test the robustness of estimates of interaction parameters between RSV and Influenza from surveillance data we conducted a simulation and back-inference study. We developed a two-pathogen interaction model, parameterised to simulate RSV and Influenza epidemiology in the UK. Using the infection model in combination with a surveillance-like stochastic observation process we generated a range of possible RSV and Influenza trajectories and then used Markov Chain Monte Carlo (MCMC) methods to back-infer parameters including those describing competition. We find that in most scenarios both the strength and duration of RSV and Influenza interaction could be estimated from the simulated surveillance data reasonably well. However, the robustness of inference declined towards the extremes of the plausible parameter ranges, with misleading results. It was for instance not possible to tell the difference between low/moderate interaction and no interaction. In conclusion, our results illustrate that in a plausible parameter range, the strength of RSV and Influenza interaction can be estimated from a single season of high-quality surveillance data but also highlights the importance to test parameter identifiability a priori in such situations.

Citing Articles

The role of viral interaction in household transmission of symptomatic influenza and respiratory syncytial virus.

Ibiebele J, Godonou E, Callear A, Smith M, Truscon R, Johnson E Nat Commun. 2025; 16(1):1249.

PMID: 39893197 PMC: 11787320. DOI: 10.1038/s41467-025-56285-z.


Insights from respiratory virus co-infections.

Georgakopoulou V World J Virol. 2024; 13(4):98600.

PMID: 39722753 PMC: 11551690. DOI: 10.5501/wjv.v13.i4.98600.


Characterizing the interactions between influenza and respiratory syncytial viruses and their implications for epidemic control.

Kramer S, Pirikahu S, Casalegno J, Domenech de Celles M Nat Commun. 2024; 15(1):10066.

PMID: 39567519 PMC: 11579344. DOI: 10.1038/s41467-024-53872-4.


Experience of an Italian Pediatric Third Level Emergency Department during the 2022-2023 Bronchiolitis Epidemic: A Focus on Discharged Patients and Revisits.

Iudica G, Franzone D, Ferretti M, Tubino B, Santaniello S, Brisca G Children (Basel). 2024; 11(3).

PMID: 38539303 PMC: 10968752. DOI: 10.3390/children11030268.


The role of viral interference in shaping RSV epidemics following the 2009 H1N1 influenza pandemic.

Li K, Thindwa D, Weinberger D, Pitzer V medRxiv. 2024; .

PMID: 38464193 PMC: 10925368. DOI: 10.1101/2024.02.25.24303336.


References
1.
Cauchemez S, Carrat F, Viboud C, Valleron A, Boelle P . A Bayesian MCMC approach to study transmission of influenza: application to household longitudinal data. Stat Med. 2004; 23(22):3469-87. DOI: 10.1002/sim.1912. View

2.
Panovska-Griffiths J . Can mathematical modelling solve the current Covid-19 crisis?. BMC Public Health. 2020; 20(1):551. PMC: 7181400. DOI: 10.1186/s12889-020-08671-z. View

3.
Lowen A, Steel J . Roles of humidity and temperature in shaping influenza seasonality. J Virol. 2014; 88(14):7692-5. PMC: 4097773. DOI: 10.1128/JVI.03544-13. View

4.
Hogan A, Anderssen R, Davis S, Moore H, Lim F, Fathima P . Time series analysis of RSV and bronchiolitis seasonality in temperate and tropical Western Australia. Epidemics. 2016; 16:49-55. DOI: 10.1016/j.epidem.2016.05.001. View

5.
Magal P, Webb G . The parameter identification problem for SIR epidemic models: identifying unreported cases. J Math Biol. 2018; 77(6-7):1629-1648. DOI: 10.1007/s00285-017-1203-9. View