How movement bias to attractive regions determines population spread and critical habitat size
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[1] P. Simoens,et al. Foraging behaviour and patch size distribution jointly determine population dynamics in fragmented landscapes , 2022, Journal of the Royal Society Interface.
[2] R. Dickman,et al. Reducing species extinction by connecting fragmented habitats: Insights from the contact process , 2022, Physica A: Statistical Mechanics and its Applications.
[3] I. Krams,et al. Ecological traps: evidence of a fitness cost in a cavity-nesting bird , 2021, Oecologia.
[4] Roland Kays,et al. Estimating encounter location distributions from animal tracking data , 2020, bioRxiv.
[5] C. Anteneodo,et al. Critical patch size reduction by heterogeneous diffusion. , 2020, Physical review. E.
[6] Albert Y. Zomaya,et al. Partial Differential Equations , 2005, Explorations in Numerical Analysis.
[7] J. Cronin,et al. Modeling the effects of density dependent emigration, weak Allee effects, and matrix hostility on patch-level population persistence. , 2019, Mathematical biosciences and engineering : MBE.
[8] J. Calabrese,et al. How range residency and long-range perception change encounter rates , 2019, bioRxiv.
[9] J. Cronin,et al. Effects of Patch–Matrix Composition and Individual Movement Response on Population Persistence at the Patch Level , 2019, Bulletin of Mathematical Biology.
[10] Orr Spiegel,et al. A comprehensive analysis of autocorrelation and bias in home range estimation , 2019, Ecological Monographs.
[11] K. Jerina,et al. Evolutionary and ecological traps for brown bears Ursus arctos in human‐modified landscapes , 2018 .
[12] C. Anteneodo,et al. Nonlinear population dynamics in a bounded habitat. , 2018, Journal of theoretical biology.
[13] O. Miramontes,et al. Lévy flight movements prevent extinctions and maximize population abundances in fragile Lotka–Volterra systems , 2018, Proceedings of the National Academy of Sciences of the United States of America.
[14] W. Fagan,et al. A discrete-time model for population persistence in habitats with time-varying sizes , 2017, Journal of mathematical biology.
[15] C. Anteneodo,et al. Population dynamics in an intermittent refuge. , 2016, Physical review. E.
[16] S. Petrovskii,et al. The Impact of Fragmented Habitat’s Size and Shape on Populations with Allee Effect , 2016 .
[17] Damaris Zurell,et al. Integrating movement ecology with biodiversity research - exploring new avenues to address spatiotemporal biodiversity dynamics , 2013, Movement ecology.
[18] G. Pe’er,et al. Integrating movement ecology with biodiversity research - exploring new avenues to address spatiotemporal biodiversity dynamics , 2013, Movement Ecology.
[19] F. Lutscher,et al. How Individual Movement Response to Habitat Edges Affects Population Persistence and Spatial Spread , 2013, The American Naturalist.
[20] Gordon B. Stenhouse,et al. Vehicle traffic shapes grizzly bear behaviour on a multiple‐use landscape , 2012 .
[21] Massimo Cencini,et al. Invasions in heterogeneous habitats in the presence of advection. , 2012, Journal of theoretical biology.
[22] D. Reineke,et al. Modeling the relationship between habitat preferences and home-range size: a case study on a large mobile colubrid snake from North America , 2010 .
[23] Subramanian Ramakrishnan,et al. Interspecific Variation in Critical Patch Size and Gap‐Crossing Ability as Determinants of Geographic Range Size Distributions , 2009, The American Naturalist.
[24] E. Revilla,et al. A movement ecology paradigm for unifying organismal movement research , 2008, Proceedings of the National Academy of Sciences.
[25] B. Blasius,et al. Population Growth and Persistence in a Heterogeneous Environment: the Role of Diffusion and Advection , 2008, 0809.4599.
[26] V. M. Kenkre,et al. Nonlinearity in bacterial population dynamics: Proposal for experiments for the observation of abrupt transitions in patches , 2008, Proceedings of the National Academy of Sciences.
[27] T. Fuller,et al. In search of forage: predicting dynamic habitats of Mongolian gazelles using satellite-based estimates of vegetation productivity , 2008 .
[28] W. Fagan,et al. Population and Community Consequences of Spatial Subsidies Derived from Central‐Place Foraging , 2007, The American Naturalist.
[29] C. Cosner,et al. Movement toward better environments and the evolution of rapid diffusion. , 2006, Mathematical biosciences.
[30] Gretchen C Daily,et al. Modeling biodiversity dynamics in countryside landscapes. , 2006, Ecology.
[31] Bruce A. Robertson,et al. A framework for understanding ecological traps and an evaluation of existing evidence. , 2006, Ecology.
[32] N. Perry. Experimental validation of a critical domain size in reaction–diffusion systems with Escherichia coli populations , 2005, Journal of The Royal Society Interface.
[33] N. Haddad,et al. THE EFFECTS OF PATCH SHAPE ON INDIGO BUNTINGS: EVIDENCE FOR AN ECOLOGICAL TRAP , 2005 .
[34] M A Lewis,et al. Persistence, spread and the drift paradox. , 2005, Theoretical population biology.
[35] Leslie Ries,et al. Ecological Responses to Habitat Edges: Mechanisms, Models, and Variability Explained , 2004 .
[36] V. M. Kenkre,et al. Periodically varying externally imposed environmental effects on population dynamics. , 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.
[37] Philip C. Stouffer,et al. Rates of species loss from Amazonian forest fragments , 2003, Proceedings of the National Academy of Sciences of the United States of America.
[38] Anna L. Lin,et al. Localization and extinction of bacterial populations under inhomogeneous growth conditions. , 2003, Biophysical journal.
[39] W. Fagan,et al. Habitat edges as a potential ecological trap for an insect predator , 2003 .
[40] Hugh P. Possingham,et al. Population models for marine reserve design: A retrospective and prospective synthesis , 2003 .
[41] P. Sherman,et al. Ecological and evolutionary traps. , 2002 .
[42] R. L. Pressey,et al. Persistence and vulnerability: Retaining biodiversity in the landscape and in protected areas , 2002, Journal of Biosciences.
[43] William Gurney,et al. POPULATION PERSISTENCE IN RIVERS AND ESTUARIES , 2001 .
[44] R S Cantrell,et al. Spatial heterogeneity and critical patch size: Area effects via diffusion in closed environments. , 2001, Journal of theoretical biology.
[45] Mark V. Lomolino,et al. Dynamic biogeography and conservation of endangered species , 2000, Nature.
[46] Rob Channell,et al. Trajectories to extinction: spatial dynamics of the contraction of geographical ranges , 2000 .
[47] R S Cantrell,et al. Diffusion models for population dynamics incorporating individual behavior at boundaries: applications to refuge design. , 1999, Theoretical population biology.
[48] C. Cosner,et al. How Habitat Edges Change Species Interactions , 1999, The American Naturalist.
[49] Habitat fragmentation , 1999, Oryx.
[50] I. Turner. Species loss in fragments of tropical rain forest: a review of the evidence. , 1996 .
[51] Chris Cosner,et al. Diffusive logistic equations with indefinite weights: population models in disrupted environments , 1991, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.
[52] David A. Norton,et al. Scale and the Spatial Concept of Fragmentation , 1990 .
[53] Alan Hastings,et al. Can spatial variation alone lead to selection for dispersal , 1983 .
[54] Hans F. Weinberger,et al. Spatial patterning of the spruce budworm , 1979 .
[55] James E. Dunn,et al. Analysis of Radio Telemetry Data in Studies of Home Range , 1977 .
[56] G. Arfken. Mathematical Methods for Physicists , 1967 .
[57] J. G. Skellam. Random dispersal in theoretical populations , 1951, Biometrika.
[58] S. Nielsen,et al. Forbidden fruit: human settlement and abundant fruit create an ecological trap for an apex omnivore , 2017, The Journal of animal ecology.
[59] J. Gaillard,et al. Movement is the glue connecting home ranges and habitat selection. , 2016, The Journal of animal ecology.
[60] R. Veit,et al. Partial Differential Equations in Ecology: Spatial Interactions and Population Dynamics , 1994 .