Population Harvesting (MPB-27), Volume 27: Demographic Models of Fish, Forest, and Animal Resources. (MPB-27)
Whether in felling trees for wood, rearing insects for biological control, or culling animals for conservation purposes, efficient management of biological systems requires quantitative analysis of population growth and harvesting policies. Aiming to encourage the exchange of ideas among scientists...
Gespeichert in:
| Hauptverfasser: | , |
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| Format: | Elektronisch E-Book |
| Sprache: | English |
| Veröffentlicht: |
Princeton, NJ
Princeton University Press
[2020]
|
| Schriftenreihe: | Monographs in Population Biology
105 |
| Schlagworte: | |
| Online-Zugang: | DE-1046 DE-859 DE-860 DE-739 DE-1043 DE-858 Volltext |
| Zusammenfassung: | Whether in felling trees for wood, rearing insects for biological control, or culling animals for conservation purposes, efficient management of biological systems requires quantitative analysis of population growth and harvesting policies. Aiming to encourage the exchange of ideas among scientists involved in the management of fisheries, wildlife, forest stands, and pest control, the authors of this work present a general framework for modeling populations that reproduce seasonally and that have age or stage structure as an essential component of management strategy. The book represents the first time that examples from such diverse areas of biological resource management have been brought together in a unified modeling framework using the standard notation of mathematical systems theory. In addition, the authors combine a nonlinear extension of Leslie matrix theory and certain linear elements, thereby permitting interesting analytical results and the creation of compact, realistic simulation models of resource systems |
| Beschreibung: | Description based on online resource; title from PDF title page (publisher's Web site, viewed 05. Mai 2020) |
| Beschreibung: | 1 online resource |
| ISBN: | 9780691209630 |
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| 520 | |a Whether in felling trees for wood, rearing insects for biological control, or culling animals for conservation purposes, efficient management of biological systems requires quantitative analysis of population growth and harvesting policies. Aiming to encourage the exchange of ideas among scientists involved in the management of fisheries, wildlife, forest stands, and pest control, the authors of this work present a general framework for modeling populations that reproduce seasonally and that have age or stage structure as an essential component of management strategy. The book represents the first time that examples from such diverse areas of biological resource management have been brought together in a unified modeling framework using the standard notation of mathematical systems theory. In addition, the authors combine a nonlinear extension of Leslie matrix theory and certain linear elements, thereby permitting interesting analytical results and the creation of compact, realistic simulation models of resource systems | ||
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| isbn | 9780691209630 |
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| spelling | Getz, Wayne M. Verfasser aut Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) Wayne M. Getz, Robert G. Haight Princeton, NJ Princeton University Press [2020] © 1989 1 online resource txt rdacontent c rdamedia cr rdacarrier Monographs in Population Biology 105 Description based on online resource; title from PDF title page (publisher's Web site, viewed 05. Mai 2020) Whether in felling trees for wood, rearing insects for biological control, or culling animals for conservation purposes, efficient management of biological systems requires quantitative analysis of population growth and harvesting policies. Aiming to encourage the exchange of ideas among scientists involved in the management of fisheries, wildlife, forest stands, and pest control, the authors of this work present a general framework for modeling populations that reproduce seasonally and that have age or stage structure as an essential component of management strategy. The book represents the first time that examples from such diverse areas of biological resource management have been brought together in a unified modeling framework using the standard notation of mathematical systems theory. In addition, the authors combine a nonlinear extension of Leslie matrix theory and certain linear elements, thereby permitting interesting analytical results and the creation of compact, realistic simulation models of resource systems In English "as Adams, D. M.;Archibald, C. P.;Bazaraa, M. S.;Bergh, M. O.;Beverton, R.J.H. Buongiorno, J. CACTOS. Carey, J. R. Chang, S. J. Clark, C. W. Faustmann, M. Getz, W. M. Hightower, J. E. Holt, S.J. Kronecker product Leslie matrix May, R. M. Perron root Ricker, W. E. Schnute, J. Swartzman, G. L. Usher, M. B. Walters, C.J. competition dynamic programming eigenvalue eigenvector equilibrium infinite time formulation land expectation value maximum principle potato tuberworm uneven-aged management SCIENCE / Life Sciences / Ecology bisacsh Forest management Mathematical models Population biology Mathematical models Wildlife management Mathematical models Haight, Robert G. aut https://www.degruyter.com/isbn/9780691209630 Verlag URL des Erstveröffentlichers Volltext |
| spellingShingle | Getz, Wayne M. Haight, Robert G. Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) "as Adams, D. M.;Archibald, C. P.;Bazaraa, M. S.;Bergh, M. O.;Beverton, R.J.H. Buongiorno, J. CACTOS. Carey, J. R. Chang, S. J. Clark, C. W. Faustmann, M. Getz, W. M. Hightower, J. E. Holt, S.J. Kronecker product Leslie matrix May, R. M. Perron root Ricker, W. E. Schnute, J. Swartzman, G. L. Usher, M. B. Walters, C.J. competition dynamic programming eigenvalue eigenvector equilibrium infinite time formulation land expectation value maximum principle potato tuberworm uneven-aged management SCIENCE / Life Sciences / Ecology bisacsh Forest management Mathematical models Population biology Mathematical models Wildlife management Mathematical models |
| title | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) |
| title_auth | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) |
| title_exact_search | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) |
| title_exact_search_txtP | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) |
| title_full | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) Wayne M. Getz, Robert G. Haight |
| title_fullStr | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) Wayne M. Getz, Robert G. Haight |
| title_full_unstemmed | Population Harvesting (MPB-27), Volume 27 Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) Wayne M. Getz, Robert G. Haight |
| title_short | Population Harvesting (MPB-27), Volume 27 |
| title_sort | population harvesting mpb 27 volume 27 demographic models of fish forest and animal resources mpb 27 |
| title_sub | Demographic Models of Fish, Forest, and Animal Resources. (MPB-27) |
| topic | "as Adams, D. M.;Archibald, C. P.;Bazaraa, M. S.;Bergh, M. O.;Beverton, R.J.H. Buongiorno, J. CACTOS. Carey, J. R. Chang, S. J. Clark, C. W. Faustmann, M. Getz, W. M. Hightower, J. E. Holt, S.J. Kronecker product Leslie matrix May, R. M. Perron root Ricker, W. E. Schnute, J. Swartzman, G. L. Usher, M. B. Walters, C.J. competition dynamic programming eigenvalue eigenvector equilibrium infinite time formulation land expectation value maximum principle potato tuberworm uneven-aged management SCIENCE / Life Sciences / Ecology bisacsh Forest management Mathematical models Population biology Mathematical models Wildlife management Mathematical models |
| topic_facet | "as Adams, D. M.;Archibald, C. P.;Bazaraa, M. S.;Bergh, M. O.;Beverton, R.J.H. Buongiorno, J. CACTOS. Carey, J. R. Chang, S. J. Clark, C. W. Faustmann, M. Getz, W. M. Hightower, J. E. Holt, S.J. Kronecker product Leslie matrix May, R. M. Perron root Ricker, W. E. Schnute, J. Swartzman, G. L. Usher, M. B. Walters, C.J. competition dynamic programming eigenvalue eigenvector equilibrium infinite time formulation land expectation value maximum principle potato tuberworm uneven-aged management SCIENCE / Life Sciences / Ecology Forest management Mathematical models Population biology Mathematical models Wildlife management Mathematical models |
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