Matrix Population Models†
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This article was originally published online in 2006 in Encyclopedia of Environmetrics, © John Wiley & Sons, Ltd and republished in Wiley StatsRef: Statistics Reference Online, 2014.
Abstract
Matrix population models are discrete‐time structured population models in which individuals are classified into discrete stages (age classes, size classes, developmental stages, spatial locations, etc.).
Citing Literature
Number of times cited according to CrossRef: 6
- Patricia A. Werner, Stephanie J. Peacock, Savanna canopy trees under fire: long‐term persistence and transient dynamics from a stage‐based matrix population model, Ecosphere, 10.1002/ecs2.2706, 10, 5, (2019).
- Paul E. Kanive, Jay J. Rotella, Salvador J. Jorgensen, Taylor K. Chapple, James E. Hines, Scot D. Anderson, Barbara A. Block, Size-specific apparent survival rate estimates of white sharks using mark–recapture models, Canadian Journal of Fisheries and Aquatic Sciences, 10.1139/cjfas-2018-0142, (1-8), (2019).
- Timothy J. R. Quimpo, Patrick C. Cabaitan, Ronald D. D. Olavides, Edwin E. Dumalagan Jr., Jeffrey Munar, Fernando P. Siringan, Spatial variability in reef‐fish assemblages in shallow and upper mesophotic coral ecosystems in the Philippines, Journal of Fish Biology, 10.1111/jfb.13848, 94, 1, (17-28), (2018).
- Irina S. Trukhanova, Paul B. Conn, Peter L. Boveng, Taxonomy-based hierarchical analysis of natural mortality: polar and subpolar phocid seals, Ecology and Evolution, 10.1002/ece3.4522, 8, 21, (10530-10541), (2018).
- Christian Lindemann, Andre Visser, Patrizio Mariani, Dynamics of phytoplankton blooms in turbulent vortex cells, Journal of The Royal Society Interface, 10.1098/rsif.2017.0453, 14, 136, (20170453), (2017).
- M. T. Makenov, S. K. Bekova, Demography of domestic dog population and its implications for stray dog abundance: a case study of Omsk, Russia, Urban Ecosystems, 10.1007/s11252-016-0566-9, 19, 3, (1405), (2016).
