Titlebook: Mathematical Approaches to Problems in Resource Management and Epidemiology; Proceedings of a Con Carlos Castillo-Chavez,Simon A. Levin,Chr

墻壁

Carlos Castillo-Chavez,Simon A. Levin,Christine A.

Facilities

Fred Brauerses mathematical methods in combination with complexity theory, nonlinear dynamics and optimization, concepts that are solidly grounded in Russian tradition. His theory is expansive: covering not just the tradi978-3-642-08006-7978-3-540-48125-6

寵愛

Viggo Andreasenses mathematical methods in combination with complexity theory, nonlinear dynamics and optimization, concepts that are solidly grounded in Russian tradition. His theory is expansive: covering not just the tradi978-3-642-08006-7978-3-540-48125-6

假設

Economics, Mathematical Models and Environmental Policyuch as direct controls or economic incentives, may be required to achieve an optimal allocation of resources. Economic incentives may take the form of per unit taxes on emissions or transferable discharge rights. In the third model it is shown how a tax can induce optimal (least cost) treatment from

miscreant

Mathematical Models of Infectious Diseases in Multiple Populations than one host species. Section 1 is a brief review of the malaria model of Ross (1911), which is perhaps the first mathematical model for an infectious disease in more than one population. In this model and some other host-vector relationship models, only the interpopulation transmission is taken i

intuition

The Effect of Social Mixing Patterns on the Spread of AIDSg. Therefore, understanding social mixing patterns may be one of the most urgent tasks if we are to anticipate the future. We also find that the epidemic is sensitive to variable infectivity and conversion times.

Ruptured-Disk

Immortal

Conference proceedings 1989 medical and environmental applications. In Part I of this volume, Michael Shuler describes computer models of individual cells and cell populations, and Frank Hoppensteadt discusses the synchronization of bacterial culture growth. Together, these provide a valuable introduction to mathematical cell biology.

Mingle

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