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Competition for Space and the Structure of Ecological Communities / by P. Yodzis
(Lecture Notes in Biomathematics. ISSN:21969981 ; 25)
版 | 1st ed. 1978. |
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出版者 | Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer |
出版年 | 1978 |
大きさ | VI, 194 p : online resource |
著者標目 | *Yodzis, P author SpringerLink (Online service) |
件 名 | LCSH:Mathematics FREE:Mathematics |
一般注記 | I. Introduction -- I.1. Competition for space. -- I.2. Spatial competition and the niche. -- I.3. Modelling competition for space. -- I.4. Limitations of this study. -- I.5. Colonization. -- I.6. Preview. -- II. Founder Controlled Communities -- II.1. Colonization equilibria. -- II.2. Stability. -- II.3. Total standing crop. -- II.4. Summary. -- III. Dominance Controlled Communities -- III.1. Numerical dominance and functional dominance. -- III.2. The reshuffle. -- III.3. Quasicycles and lotteries. -- III.4. Equilibrium communities. -- III.5. Invasion and succession. -- III.6. Other forms of dispersa. -- III.7. Summary. -- IV. Harvesting -- IV.1. Harvesting. -- IV.2. The reshuffle. -- IV.3. Influence of harvesting: theoretical. -- IV.4. Species richness: observational. -- IV.5. Disturbance. -- IV.6. Summary. -- V. Epilogue -- V.1. Spatial competition and the niche reconsidered. -- V.2. Species packing and the relation between plant and animal diversity. -- V.3. Evolutionary considerations and the tropical rain forest. -- Appendix A. Perturbation Theory -- A.1. Perturbed equilibria. -- A.2. Perturbed stability matrices. -- A.2.1. Semisimple eigenvalues. -- A.2.2. Existence of linear perturbations. -- A.2.3. Calculation of linear perturbations. -- A.3. Calculation of A. -- A.3.1. Colonization equilibria. -- A.3.2. Reshuffled equilibria. -- Appendix B. Some Lotka-Volterra Formulae -- B.1. One-species equilibria. -- B.2. Two-species equilibria. -- Appendix C. Harvesting and Two-Species Interactions -- Author Index This volume is an investigation of interspecific competition for space, particularly among sessile organisms, both plant and animal, and its consequences for community structure. While my own contribu tion ----and the bulk of this volume --- lies in mathematical analysis of the phenomenon, I have also tried to summarize the most important natural historical aspects of these communities, and have devoted much effort to relating the mathematical results to observations of the natural world. Thus, the volume has both a synthetic and an analytic aspect. On the one hand, I have been struck by certain similarities among many communities, from forests to mussel beds, in which spatial com petition is important. On the other hand, I have analyzed this pheno menon by means of reaction-dispersal models. Finally, the mathematical analysis has suggested a conceptual framework for these communities which, I believe, further unifies and illuminates the field data. A focal perception of this work is that, just as niche relations provide an appropriate expression of the influence of resource compe tition on community structure, so do dominance relations provide an appropriate expression of the influence of spatial competition HTTP:URL=https://doi.org/10.1007/978-3-642-93097-3 |
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