Mathematical Biology Seminar: Yu Jin
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Abstract:
Water resources worldwide require management to meet industrial, agricultural, and urban consumption needs. Management actions change the natural flow regime, which impacts the river ecosystem. Water managers are tasked with meeting water needs while mitigating ecosystem impacts. We develop process-oriented advection-diffusion-reaction equations that couple hydraulic flow to population growth, and analyze them to assess the effect of water flow on population persistence. We present a new mathematical framework, based on the net reproductive rate Ro for advection-diffusion-reaction equations and on related measures. We apply the measures to population persistence in rivers under various flow regimes. This work lays the groundwork for connecting Ro to more complex models of spatially structured and interacting populations, as well as more detailed habitat and hydrological data.
Additional Information
Location: 229 CAB
For more information please visit University of Alberta Centre for Mathematical Biology
Yu Jin