Presented in this document is a class of deterministic models describing the dynamics of two plant species whose characteristics are common to the majority of annual plants that have a seedbank. Formulated in terms of elementary dynamical systems, these models were developed in response to four major questions on the long-term outcomes of binary mixtures of plant species: Is ultimate coexistence possible? If not, which strain will win? Does the mixture approach an equilibrium? If so, how long does the mixture take to attain it? The book gives a detailed account of model construction, analysis and application to field data obtained from long-term trials. In the particular case study modelled, the species involved are two pastural strains whose dynamics have critical agricultural and economic implications for the areas in which they are found, including North America, the Mediterranean region and Australia. This study will be valuable to researchers and students in mathematical biology and to agronomists and botanists interested in population dynamics.
By:
Anthony G. Pakes (University of Western Australia Perth), R. A. Maller Imprint: Cambridge University Press Country of Publication: United Kingdom Volume: 10 Dimensions:
Height: 229mm,
Width: 152mm,
Spine: 12mm
Weight: 310g ISBN:9780521102780 ISBN 10: 0521102782 Series:Cambridge Studies in Mathematical Biology Pages: 208 Publication Date:12 March 2009 Audience:
College/higher education
,
Further / Higher Education
Format:Paperback Publisher's Status: Active
Reviews for Mathematical Ecology of Plant Species Competition
"""...presents an interesting application of higher-level mathematical modeling to solving real world biological problems. It should be read by both applied mathematicians and biologists interested in competition theory."" N.C. Kenkel, SIAM Reviews"