Publisher
source

Razvan Romanescu

Just Landed

3 days ago

PhD in Network Models of Infectious Disease Transmission University of Manitoba in Canada

Degree Level

PhD

Field of study

Biology

Funding

Available

Deadline

Jan 10, 2027

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Country

Canada

University

University of Manitoba

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Keywords

Biology
Mathematics
Salud Pública
Matrix Theory
Disease Transmission
Statistics
Network Modelling

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About this position

Assistant Professor Razvan Romanescu at the University of Manitoba is seeking one PhD student for research in network models of infectious disease transmission, with a strong emphasis on theoretical methodology development.

This opportunity is aimed at students with a rigorous quantitative background, especially in Mathematics and/or Statistics. The post highlights the need for strong matrix algebra skills and familiarity with stochastic differential equations. It is explicitly not intended for applicants whose main experience is in applied data analysis, public health modeling, or software implementation.

The PhD is planned to start in September 2027, and the application deadline is January 10, 2027. The post does not mention funding details, tuition coverage, or a scholarship programme.

Research keywords: mathematical epidemiology, network science, stochastic modeling, infectious disease transmission, theoretical statistics, and network epidemiology.

Funding details

Available

What's required

Applicants should have a solid background in theoretical Mathematics or Statistics, above-average ability in matrix algebra, and experience with or comfort using stochastic differential equations. The position is specifically for candidates interested in rigorous theory and theoretical methodology development, not general applied backgrounds such as data analysis, public health modeling, or software implementation.

How to apply

Reach out only if your training and primary interest are in rigorous theory. Prepare to apply by the January 10, 2027 deadline for a PhD starting in September 2027.

More information can be found here

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