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Dr João A.N. Filipe

Postdoctoral Research Associate

Epidemiology and Modelling Group

Dr Joao Filipe
Correspondence Address: Dept Plant Sciences,
University of Cambridge,
Downing Street,
Cambridge,
CB2 3EA,
U.K.
Telephone: +44 (0) 1223 330229
Fax: +44 (0) 1223 333953
Email: jf263 at cam.ac.uk


Research interests


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Epidemiology and control of Sudden Oak Death


Phytophthora ramorum, the causative agent of Sudden Oak Death in temperate-wet forests of California and Oregon states (and to a lesser extent of Europe) is an important new pathogen. Sudden Oak Death was first detected in California in the mid 1990’s and has since been spreading in wild forests causing the dead of (estimated) millions of native oak and tanoak trees. The pathogen is unusual in that it can infect a very wide range of plant hosts, many of which exhibit foliar disease that sustains transmission to species with systemic disease and fast, high-rate disease-induced mortality.

This outbreak has the potential to cause substantial ecological, economical and cultural impact, but this is difficult to quantify. First, because this impact has happened over a short period of time (2-5 years) but will continue to unfold over a longer term (decades). Second, the impact of this outbreak on local communities and ecosystems is likely to take place through direct and indirect roots some of which are not well identified and understood. As P. ramorum is an emerging pathogen there is much not yet known about its biology and the epidemiology of Sudden Oak Death. Current and future research should help to better understand the epidemiology and implications of this non-specific disease and inform control and management policy.

We collaborate with several researchers in this area, including Dave Rizzo at the University of California, Davies and Ross Meentemeyer at the University of North Carolina at Charlotte.

We use stochastic and spatial mathematical models and data analyses to assess the potential of a range of intervention and management strategies for controlling the disease locally and for containing its spread to areas that are not yet infected. The illustrative figure shows the probability of invasion of a non-infected area 5 years after the start of two contrasting control interventions. This probability varies considerably with key, but not yet known, epidemiological parameters.


Brief Curriculum vitae


Previously I worked on the epidemiology and control of malaria and other human vector-borne diseases. I have also supervised several PhD and MSc students, co-lead research projects, co-organised the MSc module Modelling and dynamics of infectious diseases and Infectious-Disease Modelling seminar series, and taught in the latter MSc module and Short-Course Introduction to infectious disease modelling at LSHTM.

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Publications


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