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James D. Murray

Affiliations: 
University of Oxford, University of Washington University of Oxford, University of Washington, Seattle, WA, United States 
Area:
Mathematical biology; Brain tumour (gliomas) life expectancy and treatment predictions, Climate change and Crocodilian extinction, Marital interaction and divorce prediction
Website:
https://en.wikipedia.org/wiki/James_D._Murray
Google:
"James Murray"
Bio:

https://mathshistory.st-andrews.ac.uk/Biographies/Murray/

Mean distance: 19 (cluster 33)
 
Cross-listing: MathTree

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Parents

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Andrew Ronald Mitchell grad student 1956 St. Andrews University, Scotland (MathTree)
 (Thesis: "Two Dimensional Flow with Constant Shear Past Cylinders with Various Cross Section")

Children

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Philip Maini grad student University of Oxford, University of Washington
Jonathan Adam Sherratt grad student 1991 Oxford (Epi Tree)

Collaborators

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Publications

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Swanson KR, Bridge C, Murray JD, et al. (2003) Virtual and real brain tumors: using mathematical modeling to quantify glioma growth and invasion. Journal of the Neurological Sciences. 216: 1-10
Murray JD. (2003) On the mechanochemical theory of biological pattern formation with application to vasculogenesis. Comptes Rendus Biologies. 326: 239-52
Swanson KR, True LD, Murray JD. (2003) On the use of quantitative modeling to help understand prostate-specific antigen dynamics and other medical problems. American Journal of Clinical Pathology. 119: 14-7
Neubert MG, Caswell H, Murray JD. (2002) Transient dynamics and pattern formation: reactivity is necessary for Turing instabilities. Mathematical Biosciences. 175: 1-11
Murray JD. (2000) Pattern formation in integrative biology--a marriage of theory and experiment. Comptes Rendus De L'Acadã©Mie Des Sciences. Sã©Rie Iii, Sciences De La Vie. 323: 5-14
Cruywagen GC, Maini PK, Murray JD. (2000) An envelope method for analyzing sequential pattern formation Siam Journal On Applied Mathematics. 61: 213-231
Sekimura T, Zhu M, Cook J, et al. (1999) Pattern formation of scale cells in lepidoptera by differential origin-dependent cell adhesion. Bulletin of Mathematical Biology. 61: 807-27
Tyson R, Lubkin SR, Murray JD. (1999) Model and analysis of chemotactic bacterial patterns in a liquid medium. Journal of Mathematical Biology. 38: 359-75
Tyson R, Lubkin SR, Murray JD. (1999) A minimal mechanism for bacterial pattern formation. Proceedings. Biological Sciences / the Royal Society. 266: 299-304
Murray JD, Cook J, Tyson R, et al. (1998) Spatial pattern formation in biology: I. Dermal wound healing. II. Bacterial patterns Journal of the Franklin Institute. 335: 303-332
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