9780521861724htl 1..2

(Jacob Rumans) #1
variability.Journal of Plankton Research, 17 ,
1209–1232.
Peters, R. H. (1983).The Ecological Implications of
Body Size. Cambridge: Cambridge University
Press.
Posadas, A. N. D., Gime ́nez, D., Bittelli, M.,
Vaz, C. M. P. & Flury, M. (2001). Multifractal
characterization of soil particle-size
distributions.Soil Science Society America
Journal, 65 , 1361–1367.
Re ́nyi, A. (1955). On a new axiomatic theory of
probability.Acta Mathematica Hungarica, 6 ,
285–335.
Rodriguez-Iturbe, I. & Rinaldo, A. (2001).
Fractal River Basins. Chance and Self-
Organisation. Cambridge, UK: Cambridge
University Press.
Rosenzweig, M. L. (1995).Species Diversity in Space
and Time. Cambridge, UK: Cambridge
University Press.
Schmid, P. E. (1997). Stochasticity in resource
utilization by a larval Chironomidae
(Diptera) community in the bed sediments
of a gravel stream. InGroundwater/
Surfacewater Ecotones: Biological and
Hydrological Interactions and Management
Options, ed. J. Gilbert, J. Mathieu & F.
Fournier. Cambridge: Cambridge University
Press, pp. 21–29.
Schmid, P. E. (2000). The fractal properties of
habitat and patch structure in benthic
ecosystems.Advances in Ecological Research,
30 , 339–401.
Schmid, P. E. & Schmid-Araya, J. M. (1997).
Predation on meiobenthic assemblages:
resource use of a tanypod guild
(Chironomidae, Diptera) in a gravel stream.
Freshwater Biology, 38 , 67–91.
Schmid, P. E. & Schmid-Araya, J. M. (2002).
Trophic relationships in temporary
and permanent freshwater meiofauna.
InFreshwater Meiofauna: Biology and Ecology,
ed. S. D. Rundle, A. L. Robertson and
J. M. Schmid-Araya. Leiden, The

Netherlands: Backhuys Publisher,
pp. 295–319.
Schmid, P. E., Tokeshi, M. & Schmid-Araya, J. M.
(2000). Relation between population density
and body size in stream communities.
Science, 289 , 1557–1560.
Schmid, P. E., Tokeshi, M. & Schmid-Araya, J. M.
(2002). Scaling in stream communities.
Proceedings of the Royal Society LondonB, 269 ,
2587–2594.
Schmitt, F. G. & Seuront, L. (2001). Multifractal
random walk in copepod behavior.Physica A,
301 , 375–396.
Schroeder, M. (1991).Fractals, Chaos, Power Laws.
Minutes from an Infinite Paradise. New York:
W. H. Freeman and Company.
Sugihara, G. (1980). Minimal community structure:
an explanation of species abundance patterns.
The American Naturalist, 116 , 770–787.
Stanley, H. E., Amaral, L. A. N., Gopikrishnan, P.
et al. (2000). Scale invariance and
universality: organising principles in
complex systems.Physica A, 281 , 60–68.
Taniguchi, H. & Tokeshi, M. (2004). Effects of
habitat complexity on benthic assemblages
in a variable environment.Freshwater
Biology, 49 , 1164–1178.
Tokeshi, M (1993). Species abundance
patterns and community structure.Advances
in Ecological Research, 24 , 111–186.
Tokeshi, M. (1996). Power fraction: a new
explanation of relative abundance patterns
in species-rich assemblages.Oikos, 75 ,
543–550.
Tokeshi, M. (1999).Species Coexistence. Ecological
and Evolutionary Perspectives. Oxford:
Blackwell Science.
Turcotte, D. L. (1986). Fractals and
fragmentation.Journal of Geophysical Research,
91 , 1921–1926.
West, G. B., Brown, J. H. & Enquist, B. J. (1999).
The fourth dimension of life: fractal
geometry and allometric scaling of
organisms.Science, 284 , 1677–1679.

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