Abstract
A system of nonlinearly-coupled Ordinary Differential Equations has been recently introduced to investigate the evolution of human respiratory virus epidemics. In this paper we prove that some explicit solutions of that system can be obtained by algebraic operations, provided the parameters of the model satisfy certain constraints.
Acknowledgments
Farrin Payandeh’s visits to Rome have been supported by grants from Sapienza University of Rome, the Istituto Nazionale di Alta Matematica (INdAM) in Rome and the International Institute of Theoretical Physics (ICTP) in Trieste. FP also would like to thank Payame Noor University for financial support to this research.
Dedication
This paper is dedicated to the memory of Emma Previato. We all admire her scientific achievements. Some of us did have the privilege to personally know her.
Citation
Francesco Calogero. Andrea Giansanti. Farrin Payandeh. "EXPLICIT SOLUTIONS OF AN EPIDEMIOLOGICAL MODEL OF THE SIR TYPE." Albanian J. Math. 17 (1) 69 - 82, 2023. https://doi.org/10.51286/albjm/1677838370
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