The impact of directed versus random movement on population dynamics and biodiversity patterns

被引:138
作者
Armsworth, PR [1 ]
Roughgarden, JE [1 ]
机构
[1] Stanford Univ, Dept Biol Sci, Stanford, CA 94305 USA
关键词
spatial dynamics; biodiversity; population dynamics; habitat fragmentation; biased dispersal; fitness-dependent dispersal;
D O I
10.1086/428595
中图分类号
Q14 [生态学(生物生态学)];
学科分类号
071012 ; 0713 ;
摘要
An improved understanding of dispersal behavior is needed to predict how populations and communities respond to habitat fragmentation. Most spatial dynamic theory concentrates on random dispersal, in which movement rates depend neither on the state of an individual nor its environment and movement directions are unbiased. We examine the neglected dispersal component of directed movement in which dispersal is a conditional and directional response of individuals to varying environmental conditions. Specifically, we assume that individuals bias their movements along local gradients in fitness. Random movers, unable to track heterogeneous environmental conditions, face source-sink dynamics, which can result in deterministic extinction or increase their vulnerability to stochastic extinction. Directed movers track environmental conditions closely. In fluctuating environments, random movers "spread their bets" across patches, while directed movers invest offspring in habitats currently enjoying propitious conditions. The autocorrelation in the environment determines each strategy's success. Random movers permeate entire landscapes, but directed movers are more geographically constrained. Local information constraints limit the ranges of directed movers and introduce a role for historical contingency in determining their ultimate distribution. These geographic differences have implications for biodiversity. Random movement maintains biodiversity through local coexistence, but directed movement favors a spatial partitioning of species.
引用
收藏
页码:449 / 465
页数:17
相关论文
共 71 条
[1]   Spatial heterogeneity, source-sink dynamics, and the local coexistence of competing species [J].
Amarasekare, P ;
Nisbet, RM .
AMERICAN NATURALIST, 2001, 158 (06) :572-584
[2]   SPREAD OF INVADING ORGANISMS [J].
ANDOW, DA ;
KAREIVA, PM ;
LEVIN, SA ;
OKUBO, A .
LANDSCAPE ECOLOGY, 1990, 4 (2-3) :177-188
[3]   Recruitment limitation, population regulation, and larval connectivity in reef fish metapopulations [J].
Armsworth, PR .
ECOLOGY, 2002, 83 (04) :1092-1104
[4]   The consequences of non-passive advection and directed motion for population dynamics [J].
Armsworth, PR ;
Bode, L .
PROCEEDINGS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES, 1999, 455 (1991) :4045-4060
[5]   Modelling the swimming response of late stage larval reef fish to different stimuli [J].
Armsworth, PR .
MARINE ECOLOGY PROGRESS SERIES, 2000, 195 :231-247
[6]  
Aronson D.G., 1980, DYNAMICS MODELLING R, P161, DOI [DOI 10.1016/13978-0-12-669550-2.50010-5, 10.1016/B978-0-12-669550-2.50010-5, DOI 10.1016/B978-0-12-669550-2.50010-5]
[7]   ANALYZING FIELD STUDIES OF INSECT DISPERSAL USING TWO-DIMENSIONAL TRANSPORT-EQUATIONS [J].
BANKS, HT ;
KAREIVA, PM ;
ZIA, L .
ENVIRONMENTAL ENTOMOLOGY, 1988, 17 (05) :815-820
[8]   Patchy populations in stochastic environments: Critical number of patches for persistence [J].
Bascompte, J ;
Possingham, HP ;
Roughgarden, J .
AMERICAN NATURALIST, 2002, 159 (02) :128-137
[9]   Gap-crossing decisions by forest birds:: an empirical basis for parameterizing spatially-explicit, individual-based models [J].
Bélisle, M ;
Desrochers, A .
LANDSCAPE ECOLOGY, 2002, 17 (03) :219-231
[10]   POPULATION-STRUCTURE, FITNESS SURFACES, AND LINKAGE IN THE SHIFTING BALANCE PROCESS [J].
BERGMAN, A ;
GOLDSTEIN, DB ;
HOLSINGER, KE ;
FELDMAN, MW .
GENETICAL RESEARCH, 1995, 66 (01) :85-92