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Propagation and free boundary problems in nonlinear partial differential equations

Project Details

Description

Understanding the propagation of invasive species, flames and disadvantageous genes is a challenging problem in many areas of modern science. This project develops a new mathematical approach to better understand such propagation problems, where the mathematical model predicts a precise location of the propagating front for future time.

Funding

Funder: Australian Research Council
Award Value: $255,000
StatusFinished
Effective start/end date1/01/12 → 31/01/17

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  • The Stefan problem for the Fisher-KPP equation

    Du, Y. & Guo, Z., 31 Dec 2012, In: Journal of Differential Equations. 253, 3, p. 996-1035

    Research output: Contribution to journal › Article › peer-review

    Open Access
    134 Citations (Scopus)