TY - JOUR
T1 - Mathematical Analysis and Parameter Estimation of a Two-Patch Zika Model
AU - Al-Maqrashi, Kifah
AU - Al-Musalhi, Fatma
AU - Elmojtaba, Ibrahim
AU - Al-Salti, Nasser
N1 - Publisher Copyright:
© 2023, Intercollegiate Biomathematics Alliance. All rights reserved.
PY - 2023
Y1 - 2023
N2 - In this paper, we developed a multi-patch model for the spread of Zika virus infection taking, into account direct and indirect transmissions along with vertical transmission. The model was analyzed to gain insights into the disease's spread. The model was fitted to a data set collected from two neighboring countries, Brazil and Colombia, to estimate some of its parameters and use it for calculating ℜ0 and sensitivity analysis. Our results show that ℜ0 is less than one in both countries, which indicates that the disease will die out. Also, our results show that direct transmission is the most important route for spreading the disease; hence, it has to gain more focus in any controlling strategy.
AB - In this paper, we developed a multi-patch model for the spread of Zika virus infection taking, into account direct and indirect transmissions along with vertical transmission. The model was analyzed to gain insights into the disease's spread. The model was fitted to a data set collected from two neighboring countries, Brazil and Colombia, to estimate some of its parameters and use it for calculating ℜ0 and sensitivity analysis. Our results show that ℜ0 is less than one in both countries, which indicates that the disease will die out. Also, our results show that direct transmission is the most important route for spreading the disease; hence, it has to gain more focus in any controlling strategy.
KW - multi-patch model
KW - reproduction number
KW - sensitivity analysis
KW - Zika virus
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M3 - Article
AN - SCOPUS:85147309223
SN - 2373-7867
VL - 10
SP - 29
EP - 41
JO - Letters in Biomathematics
JF - Letters in Biomathematics
IS - 1
ER -