Junling Ma

Junling Ma

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Junling Ma


Research Focus & Metrics

Academic Career Length

15Years (2012-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 January 2020 in Infectious Disease Modelling
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Journal Article
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JMJunling Ma
Junling Ma
The initial exponential growth rate of an epidemic is an important measure of the severeness of the epidemic, and is also closely related to the basic reproduction number. Estimating the growth rate from the epidemic curve can be a challenge, because of its decays with time. For fast epidemics, the estimation is subject to over-fitting due to the limited number of data points available, which also limits our choice of models for the epidemic curve. We discuss the estimation of the growth rate using maximum likelihood method and simple models.

23 November 2013 in Bulletin of Mathematical Biology
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JMJunling Ma
Junling Ma
JDJonathan Dushoff
Jonathan Dushoff
BBBenjamin Bolker
Benjamin Bolker
DEDavid J. D. Earn
David J. D. Earn

20 May 2015 in Bulletin of Mathematical Biology
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YZYu Zhao
Yu Zhao
SYSan-Ling Yuan
San-Ling Yuan
JMJunling Ma
Junling Ma

1 October 2018 in Journal of Theoretical Biology
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YWYi Wang
Yi Wang
JMJunling Ma
Junling Ma
Jinde CaoJinde Cao
Jinde Cao
LLLi Li
Li Li

1 May 2013 in Journal of Theoretical Biology
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JMJunling Ma
Junling Ma
PDP. van Den Driessche
P. van Den Driessche
FWFrederick H. Willeboordse
Frederick H. Willeboordse

12 December 2016 in BMC Infectious Diseases
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CSC. M. Saad-Roy
C. M. Saad-Roy
PDP. van Den Driessche
P. van Den Driessche
JMJunling Ma
Junling Ma
There currently is a severe Zika Virus (ZIKV) epidemic in Brazil and other South American countries. Due to international travel, this poses severe public health risk of ZIKV importation to other countries. We estimate the prevalence of ZIKV in an import region by the time a microcephaly case is detected, since microcephaly is presently the most significant indication of ZIKV presence. We establish a mathematical model to describe ZIKV spread from a source region to an import region. This model incorporates both vector transmission (between humans and mosquitoes) and sexual transmission (from males to females). We take account of population structure through a contact network for sexually active individuals. Parameter values of our model are either taken from the literature or estimated from travel data. This model gives us the probability distribution of time until detection of the first microcephaly case. Based on current field observations, our results also indicate that the percentage of infected pregnant women that results in fetal abnormalities is more likely to be on the smaller end of the 1%–30% spectrum that is currently hypothesized. Our model predicts that for import regions with at least 250,000 people, on average 1,000–12,000 will have been infected by the time of the first detection of microcephaly, and on average 200–1,500 will be infectious at this time. Larger population sizes do not significantly change our predictions. By the first detection of a microcephaly case, a sizable fraction of the population will have been infected by ZIKV. It is thus clear that adequate surveillance, isolation, and quarantine are needed in susceptible import regions to stop the dissemination of a Zika epidemic.