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Bifurcation theory / Reaction–diffusion system / Ordinary differential equations / Systems theory / Bifurcation diagram / Mathematical and theoretical biology / Partial differential equation / Pattern formation / Differential equation / Mathematical analysis / Calculus / Mathematics


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Document Date: 2006-12-12 11:27:01


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City

Seattle / WINTERS ET / Oxford / /

Company

Academic Press Inc. / Tracking Bifurcating Solutions / Harwell Laboratory / /

Country

Australia / United Kingdom / /

Currency

USD / /

Facility

University of Washington / University of Utah / University of Sydney / Mathematical Institute / /

IndustryTerm

steady-state solutions / reactiondiffusion systems / heterogeneous steady-state solutions / steady solution / uniform trivial solution / uniform solution / homogeneous solution / chemical processes / trivial solution / patterned solutions / biological applications / linear operator / chemical / chemicals / chemical gradient / /

Organization

Mathematical Institute / University of Washington / School of Mathematics and Statistics / University of Sydney / University of Utah / Salt Lake City / Department of Mathematics / Centre for Mathematical Biology / /

ProvinceOrState

Utah / New South Wales / Washington / /

Region

South Wales / /

Technology

aV / artificial intelligence / Bifurcation Algorithms / simulation / /

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