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Exactly solvable models of biological invasion
Chapman & Hall/CRC 2006

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Título:
Exactly solvable models of biological invasion / Sergei V. Petrovskii, Bai-Lian Li
Editorial:
Boca Raton [etc.] : Chapman & Hall/CRC, 2006
Descripción física:
217 p. : il. ; 25 cm
Tipo Audiovisual:
Biological invasions-Mathematical models
Mención de serie:
Chapman & Hall/CRC mathematical biology and medicine series
Contenido:
INTRODUCTIONWhy exactly solvable models are importantIntra- and inter-species interactions and local population dynamicsBasic mechanisms of species transportBiological invasion: main facts and constituting examplesMODELS OF BIOLOGICAL INVASIONDiffusion-reaction equationsIntegral-difference modelsSpace-discrete modelsStochastic modelsConcluding remarksBASIC METHODS AND RELEVANT EXAMPLESThe Cole-Hopf transformation and the Burgers equation as a paradigmFurther application of the Cole-Hopf transformationMethod of piecewise linear approximationExact solutions of a generalized Fisher equationMore about ansatzSINGLE-SPECIES MODELSImpact of advection and migrationAccelerating population wavesThe problem of critical aggregationDENSITY-DEPENDENT DIFFUSIONThe Aronson-Newman solution and its generalizationStratified diffusion and the Allee effectMODELS OF INTERACTING POPULATIONSExact solution for a diffusive predator-prey systemMigration waves in a resource-consumer systemSOME ALTERNATIVE AND COMPLEMENTARY APPROACHESWave speed and the eigenvalue problemConvergence of the initial conditionsConvergence and the paradox of linearizationApplication of the comparison principleECOLOGICAL EXAMPLES AND APPLICATIONSInvasion of Japanese beetle in the United StatesMount St. Helens recolonization and the impact of predationStratified diffusion and rapid plant invasionAPPENDIX: BASIC BACKGROUND MATHEMATICSOrdinary differential equations and their solutionsPhase plane and stability analysisDiffusion equationReferencesIndex
ISBN:
9781584885214
1584885211
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