The compadre Plant Matrix Database: an open online repository for plant demography
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Ming Dong | Roberto Salguero-Gómez | Dalia A. Conde | Res Altwegg | Hal Caswell | James W. Vaupel | Glenda M. Wardle | Jens Runge | David J. Hodgson | Fernando Colchero | Yvonne M. Buckley | Miguel Franco | Judy P. Che-Castaldo | Ingrid M. Parker | Hans de Kroon | L. Antonio Vélez-Espino | Dalia Amor Conde | Annette Baudisch | Owen R. Jones | J. Vaupel | H. Caswell | J. Lebreton | H. Kroon | Y. Buckley | O. Jones | R. Salguero‐Gómez | D. Hodgson | M. Dong | T. Takada | C. Metcalf | I. Parker | R. Altwegg | D. Conde | M. Franco | T. Valverde | A. Scheuerlein | A. Baudisch | G. Wardle | F. Colchero | J. Che-Castaldo | Alexander Scheuerlein | L. Vélez-Espino | C. R. Archer | H. Buhr | Claudia Farack | Alexander Hartmann | Anne Henning | Gabriel Hoppe | Tara Ruoff | Stefan Zeh | Dirk Vieregg | Fränce Gottschalk | Gesa Römer | Julia Wille | Jean Dominique Lebreton | C. Ruth Archer | Claudia Farack | Alexander Hartmann | Anne Henning | Gabriel Hoppe | Gesa Römer | Tara Ruoff | Julia Wille | Stefan Zeh | Dirk Vieregg | Teresa Valverde | E. Brinks | Erik Brinks | Hendrik Buhr | Raziel Davison | Charlotte Jessica Eland Metcalf | Maile M. Neel | Takenori Takada | Luis A. Vélez-Espino | Raziel J. Davison | Jens Runge | Maile M. Neel | Hendrik Buhr
[1] Matthew W. Pennell,et al. How much of the world is woody? , 2014 .
[2] J. Vaupel,et al. Diversity of ageing across the tree of life , 2013, Nature.
[3] Peter B. Adler,et al. Functional traits explain variation in plant life history strategies , 2013, Proceedings of the National Academy of Sciences.
[4] S. Zeigler,et al. Actual and Potential Use of Population Viability Analyses in Recovery of Plant Species Listed under the U.S. Endangered Species Act , 2013, Conservation biology : the journal of the Society for Conservation Biology.
[5] H. Caswell,et al. A seasonal, density-dependent model for the management of an invasive weed. , 2013, Ecological applications : a publication of the Ecological Society of America.
[6] Martha M. Ellis,et al. Ability of Matrix Models to Explain the Past and Predict the Future of Plant Populations , 2013, Conservation biology : the journal of the Society for Conservation Biology.
[7] M. Franco,et al. The time distribution of reproductive value measures the pace of life , 2013 .
[8] Sarah Cunze,et al. D3: The Dispersal and Diaspore Database – Baseline data and statistics on seed dispersal , 2013 .
[9] O. Jones,et al. The pace and shape of senescence in angiosperms , 2013 .
[10] H. Caswell,et al. Age, stage and senescence in plants , 2013, The Journal of ecology.
[11] Sean M. McMahon,et al. IPMpack: an R package for integral projection models , 2013 .
[12] Roberto Salguero-Gómez,et al. A demographic approach to study effects of climate change in desert plants , 2012, Philosophical Transactions of the Royal Society B: Biological Sciences.
[13] Iain Stott,et al. popdemo: an R package for population demography using projection matrix analysis , 2012 .
[14] Y. Buckley,et al. Increased population growth rate in invasive polyploid Centaurea stoebe in a common garden. , 2012, Ecology letters.
[15] Richard Van Noorden. Europe joins UK open-access bid , 2012, Nature.
[16] R. Laskowski,et al. Decomposition analysis of LTREs may facilitate the design of short-term ecotoxicological tests , 2012, Ecotoxicology.
[17] Martha M. Ellis,et al. Matrix population models from 20 studies of perennial plant populations , 2012 .
[18] Ran Nathan,et al. Seed terminal velocity, wind turbulence, and demography drive the spread of an invasive tree in an analytical model. , 2012, Ecology.
[19] Danny A. P. Hooftman,et al. Modelling spread of British wind‐dispersed plants under future wind speeds in a changing climate , 2012 .
[20] S. Higgins,et al. TRY – a global database of plant traits , 2011, Global Change Biology.
[21] Stuart Townley,et al. A framework for studying transient dynamics of population projection matrix models. , 2011, Ecology letters.
[22] The population projection as a matrix operator , 1964, Demography.
[23] Elizabeth E Crone,et al. How do plant ecologists use matrix population models? , 2011, Ecology letters.
[24] Roberto Salguero-Gómez,et al. Matrix Dimensions Bias Demographic Inferences: Implications for Comparative Plant Demography , 2010, The American Naturalist.
[25] J. Gaillard,et al. Towards a vertebrate demographic data bank , 2012, Journal of Ornithology.
[26] Elizabeth E Crone,et al. Causes and consequences of variation in plant population growth rate: a synthesis of matrix population models in a phylogenetic context. , 2010, Ecology letters.
[27] J. Peñuelas,et al. Potentially immortal? , 2010, The New phytologist.
[28] Brian Huntley,et al. Beyond bioclimatic envelopes: dynamic species' range and abundance modelling in the context of climatic change , 2010 .
[29] S. Townley,et al. Boom or bust? A comparative analysis of transient population dynamics in plants , 2010 .
[30] Johan Ehrlén,et al. Empirical tests of life‐history evolution theory using phylogenetic analysis of plant demography , 2010 .
[31] H. de Kroon,et al. Region versus site variation in the population dynamics of three short‐lived perennials , 2010 .
[32] Roberto Salguero-Gómez,et al. Matrix projection models meet variation in the real world , 2010 .
[33] A. Griffith. Positive effects of native shrubs on Bromus tectorum demography. , 2010, Ecology.
[34] H. Caswell. Stage, age and individual stochasticity in demography , 2009 .
[35] Kate E. Jones,et al. PanTHERIA: a species‐level database of life history, ecology, and geography of extant and recently extinct mammals , 2009 .
[36] Y. Buckley,et al. Multiple life stages with multiple replicated density levels are required to estimate density dependence for plants. , 2009 .
[37] Nicolas Bacaër,et al. Periodic Matrix Population Models: Growth Rate, Basic Reproduction Number, and Entropy , 2009, Bulletin of mathematical biology.
[38] Yvonne M. Buckley,et al. General guidelines for invasive plant management based on comparative demography of invasive and native plant populations , 2008 .
[39] S. Tuljapurkar,et al. Stage Dynamics, Period Survival, and Mortality Plateaus , 2008, The American Naturalist.
[40] Richard W. Lucas,et al. Using rainout shelters to evaluate climate change effects on the demography of Cryptantha flava , 2008 .
[41] H. Caswell,et al. Sensitivity Analysis of Reactive Ecological Dynamics , 2008, Bulletin of mathematical biology.
[42] Robert K. Colwell,et al. Correlates of extinction proneness in tropical angiosperms , 2008 .
[43] Kiwako S. Araki,et al. Matrix models using fine size classes and their application to the population dynamics of tree species: Bayesian non-parametric estimation , 2007 .
[44] S. Pavard,et al. All paths to fitness lead through demography , 2007 .
[45] Brook G. Milligan,et al. Estimating and Analyzing Demographic Models Using the popbio Package in R , 2007 .
[46] C. Bradshaw,et al. Minimum viable population size: A meta-analysis of 30 years of published estimates , 2007 .
[47] T. Yamakura,et al. Strong habitat preference of a tropical rain forest tree does not imply large differences in population dynamics across habitats , 2007 .
[48] Richard Fox,et al. Direct and indirect effects of climate and habitat factors on butterfly diversity. , 2007, Ecology.
[49] Shripad Tuljapurkar,et al. From stage to age in variable environments: life expectancy and survivorship. , 2006, Ecology.
[50] S. Ellner,et al. Integral Projection Models for Species with Complex Demography , 2006, The American Naturalist.
[51] Y. Kubota. Demographic traits of understory trees and population dynamics of aPicea-Abies forest in Taisetsuzan National Park, northern Japan , 1997, Ecological Research.
[52] Heather North,et al. Slowing down a pine invasion despite uncertainty in demography and dispersal , 2005 .
[53] S. Tuljapurkar,et al. PLANT-ANIMAL INTERACTIONS IN RANDOM ENVIRONMENTS: HABITAT-STAGE ELASTICITY, SEED PREDATORS, AND HURRICANES , 2005 .
[54] J. Lebreton. Age, stages, and the role of generation time in matrix models , 2005 .
[55] C. Horvitz,et al. Population growth versus population spread of an ant-dispersed neotropical herb with a mixed reproductive strategy , 2005 .
[56] Hans de Kroon,et al. Space versus time variation in the population dynamics of three co‐occurring perennial herbs , 2005 .
[57] H. Caswell,et al. STOCHASTIC FLOOD AND PRECIPITATION REGIMES AND THE POPULATION DYNAMICS OF A THREATENED FLOODPLAIN PLANT , 2005 .
[58] C. C. Barton,et al. Where in the world are my field plots? Using GPS effectively in environmental field studies , 2004 .
[59] J. Silvertown,et al. A COMPARATIVE DEMOGRAPHY OF PLANTS BASED UPON ELASTICITIES OF VITAL RATES , 2004 .
[60] P. Werner. Predictions of fate from rosette size in teasel (Dipsacus fullonum L.) , 1975, Oecologia.
[61] D. Doak,et al. Book Review: Quantitative Conservation biology: Theory and Practice of Population Viability analysis , 2004, Landscape Ecology.
[62] John Vandermeer,et al. Choosing category size in a stage projection matrix , 2004, Oecologia.
[63] John Sabo,et al. Morris, W. F., and D. F. Doak. 2003. Quantitative Conservation Biology: Theory and Practice of Population Viability Analysis. Sinauer Associates, Sunderland, Massachusetts, USA , 2003 .
[64] E. Menges,et al. A Fire‐Explicit Population Viability Analysis of Hypericum cumulicola in Florida Rosemary Scrub , 2003 .
[65] H. Kroon,et al. AN EXTENDED FLOWERING AND FRUITING SEASON HAS FEW DEMOGRAPHIC EFFECTS IN A MEDITERRANEAN PERENNIAL HERB , 2002 .
[66] R. Thorne. How many species of seed plants are there , 2001 .
[67] G. Powell,et al. Terrestrial Ecoregions of the World: A New Map of Life on Earth , 2001 .
[68] H. Caswell. Matrix population models : construction, analysis, and interpretation , 2001 .
[69] H. Caswell,et al. Stochastic demography and conservation of an endangered perennial plant (Lomatium bradshawii) in a dynamic fire regime , 2001 .
[70] J. Silvertown,et al. Evolution of senescence in iteroparous perennial plants , 2001 .
[71] Antoine Guisan,et al. Predictive habitat distribution models in ecology , 2000 .
[72] Hal Caswell,et al. DEMOGRAPHY AND DISPERSAL: CALCULATION AND SENSITIVITY ANALYSIS OF INVASION SPEED FOR STRUCTURED POPULATIONS , 2000 .
[73] H. Kroon,et al. ELASTICITIES: A REVIEW OF METHODS AND MODEL LIMITATIONS , 2000 .
[74] Hans de Kroon,et al. Elasticity Analysis in Population Biology: Methods and Applications1 , 2000 .
[75] S. Ellner,et al. SIZE‐SPECIFIC SENSITIVITY: APPLYING A NEW STRUCTURED POPULATION MODEL , 2000 .
[76] E. Menges,et al. Population viability analyses in plants: challenges and opportunities. , 2000, Trends in ecology & evolution.
[77] W. Gurney,et al. Delays, demography and cycles : A forensic study , 1999 .
[78] J. Silvertown,et al. Plant Life Histories: Ecology, Phylogeny, and Evolution , 1999 .
[79] C. Pfister,et al. Patterns of variance in stage-structured populations: evolutionary predictions and ecological implications. , 1998, Proceedings of the National Academy of Sciences of the United States of America.
[80] Shripad Tuljapurkar,et al. Structured-Population Models in Marine, Terrestrial, and Freshwater Systems , 1997, Population and Community Biology Series.
[81] R. Nisbet,et al. Delay-Differential Equations for Structured Populations , 1997 .
[82] J. Silvertown,et al. Life history variation in plants: an exploration of the fast-slow continuum hypothesis , 1996 .
[83] Eric S. Menges,et al. Interpretation of elasticity matrices as an aid to the management of plant populations for conservation , 1996 .
[84] J. Oostermeijer,et al. Temporal and spatial variation in the demography of Gentiana pneumonanthe, a rare perennial herb , 1996 .
[85] Robert H. Webb,et al. Longevity, recruitment and mortality of desert plants in Grand Canyon, Arizona, USA , 1995 .
[86] Hal Caswell,et al. Sensitivity Analysis of Periodic Matrix Models , 1994 .
[87] Miguel Franco,et al. comparative plant demography - relative importance of life-cycle components to the finite rate of increase in woody and herbaceous perennials , 1993 .
[88] D. Yamaguchi,et al. The Oldest Known Rocky Mountain Bristlecone Pines (Pinus aristata Engelm.) , 1992, Arctic and Alpine Research.
[89] Stephen P. Ellner,et al. Simple Methods for Calculating Age‐Based Life History Parameters for Stage‐Structured Populations , 1992 .
[90] K. McConway,et al. A demographic interpretation of Grime's triangle , 1992 .
[91] Hal Caswell,et al. POPULATION RESPONSES TO FIRE IN A TROPICAL SAVANNA GRASS, ANDROPOGON SEMIBERBIS: A MATRIX MODEL APPROACH , 1991 .
[92] Shripad Tuljapurkar,et al. Population Dynamics in Variable Environments , 1990 .
[93] M. Franco. Plant demography : What do we know? , 1990 .
[94] P. Holgate,et al. Matrix Population Models. , 1990 .
[95] William Gurney,et al. Stage Structure Models Applied in Evolutionary Ecology , 1989 .
[96] Kirk A. Moloney,et al. Fine‐Scale Spatial and Temporal Variation in the Demography of a Perennial Bunchgrass , 1988 .
[97] H. Caswell. Approaching Size and Age in Matrix Population Models , 1988 .
[98] H. Kroon,et al. Density dependent simulation of the population dynamics of a perennial grassland species, Hypochaeris radicata , 1987 .
[99] Hal Caswell,et al. Elasticity: The Relative Contribution of Demographic Parameters to Population Growth Rate , 1986 .
[100] O. Diekmann,et al. The Dynamics of Physiologically Structured Populations , 1986 .
[101] Richard Law,et al. A Model for the Dynamics of a Plant Population Containing Individuals Classified by Age and Size , 1983 .
[102] R. Lande,et al. A Quantitative Genetic Theory of Life History Evolution , 1982 .
[103] Paulette Bierzychudek,et al. The Demography of Jack‐in‐the‐Pulpit, a Forest Perennial that Changes Sex , 1982 .
[104] S. Hubbell,et al. On Measuring the Intrinsic Rate of Increase of Populations with Heterogeneous Life Histories , 1979, The American Naturalist.
[105] J. Harper. Population Biology of Plants , 1979 .
[106] Hal Caswell,et al. Population Growth Rates and Age Versus Stage-Distribution Models for Teasel (Dipsacus Sylvestris Huds.) , 1977 .
[107] G. Hartshorn. A Matrix Model of Tree Population Dynamics , 1975 .
[108] M. Gadgil,et al. Studies on Plant Demography: Ranunculus Repens L., R. Bulbosus L. and R. Acris L.: III. A Mathematical Model Incorporating Multiple Modes of Reproduction , 1974 .
[109] J. Harper,et al. The Demography of Plants , 1974 .
[110] J. Harper. A Darwinian Approach to Plant Ecology , 1967 .
[111] N. Keyfitz. Reconciliation of Population Models: Matrix, Integral Equation and Partial Fraction , 1967 .
[112] M. Usher,et al. A Matrix Approach to the Management of Renewable Resources, with Special Reference to Selection Forests , 1966 .
[113] L. Lefkovitch. The study of population growth in organisms grouped by stages , 1965 .
[114] P. H. Leslie. SOME FURTHER NOTES ON THE USE OF MATRICES IN POPULATION MATHEMATICS , 1948 .
[115] P. H. Leslie. On the use of matrices in certain population mathematics. , 1945, Biometrika.
[116] W. O. Kermack,et al. Contributions to the mathematical theory of epidemics: V. Analysis of experimental epidemics of mouse-typhoid; a bacterial disease conferring incomplete immunity , 1939, Journal of Hygiene.
[117] Kendrick,et al. Applications of Mathematics to Medical Problems , 1925, Proceedings of the Edinburgh Mathematical Society.