The characteristics discussed are measurable on the process “trajectory”, the path traced out by vegetation transitions in time. It is argued that since the trajectory is symptomatic of factor influences and governing principles, it has to be an object of central interest in dynamic studies. Theoretical points, scaling scenarios, and analytical tools are the main topics. Numerical examples illustrate the applications.
Bartha, S., T. Czárán, and J. Podani. 1998. Exploring plant community dynamics in abstract coenostate space. Abstracta Botanica 22:49-66.
'Exploring plant community dynamics in abstract coenostate space ' () 22 Abstracta Botanica : 49 -66 .
Behling, H., V. D. Pillar, L. Orlóci and S.G. Bauermannd. 2002. Late Quaternary Araucaria forest, grassland (Campos), fire and climate dynamics, inferred from a high resolution pollen record of Cambará do Sul in southern Brazil. (Manuscript.)
Dawkins, R. 1986. The Blind Watchmaker. Penguin Books, Suffolk.
The Blind Watchmaker. , ().
Delcourt, P. A. and H. R. Delcourt. 1987. Long-term Forest Dynamics of the Temperate Zone. Ecological Studies 63, Springer-Verlag, New York.
Long-term Forest Dynamics of the Temperate Zone. Ecological Studies 63 , ().
Edgington, E.S. 1987. Randomization Tests. 2nd ed. Marcel Dekker, New York.
Randomization Tests. , ().
Feller, W. 1957. An Introduction to Probability Theory and its Applications. Vol. I, Wiley and Sons, London.
An Introduction to Probability Theory and its Applications , ().
Fosberg, F. R. 1965. The entropy concept in ecology. In: Symposium on Ecological Research in Humid Tropics Vegetation, UNESCO and Government of Sarawak, Kuching, Sarawak. pp. 157-163.
, , .
Fox, L. and I. B. Parker. 1968. Chebyshev Polynomials in Numerical Analysis. Oxford University Press, London.
Chebyshev Polynomials in Numerical Analysis. , ().
Goodall, D.W 1964. A probabilistic similarity index. Nature 203:1098.
'A probabilistic similarity index ' () 203 Nature : 1098 .
Groening, G. 2001. About landscape, nature and culture. Lecture Presented at the 2001 Congress of the Brazilian Ecological Society in Porto Alegre, Brazil.
He, X.S. and L. Orlóci. 1998. Anderson Pond revisited: the late Quaternary vegetation process. Abstracta Botanica 22:81-93.
'Anderson Pond revisited: the late Quaternary vegetation process ' () 22 Abstracta Botanica : 81 -93 .
Levin, S.A. 1992. The problem of pattern and scale in ecology. Ecology 73: 1943-1967.
'The problem of pattern and scale in ecology ' () 73 Ecology : 1943 -1967 .
Lippe, E., De Smidt, J.T and D.C. Glen-Lewin. 1985. Markov models and succession: a test from a heathland in the Netherlands. J. Ecol. 73: 775-791.
'Markov models and succession: a test from a heathland in the Netherlands ' () 73 J. Ecol. : 775 -791 .
Lorenz, E.N. 1963. Deterministic nonperiodic flow. J. Atm. Sci. 20: 130-141.
'Deterministic nonperiodic flow ' () 20 J. Atm. Sci. : 130 -141 .
Mandelbrot, B. B. 1967. How long is the coast line of Britain? Statistical self similarity and fractional dimension. Science 156: 636-638.
'How long is the coast line of Britain? Statistical self similarity and fractional dimension ' () 156 Science : 636 -638 .
Mandelbrot. B.B. 1977. Fractals: Form, Chance and Dimension. Freeman, San Francisco.
Fractals: Form, Chance and Dimension. , ().
Milankovitch, M.M. 1941. Canon of isolation and the Ice-Age problem. Royal Serb Academy Special Publication 133.
Canon of isolation and the Ice-Age problem , () 133 .
Orlóci, L. 1991. Entropy and Information. Ecological Computations Series: Vol. 3. SPB Academic Publishing, The Hague.
Entropy and Information. , ().
Orlóci, L. 1993. The complexities and scenarios of ecosystem analysis. In: G. P. Patil and C. R. Rao (eds.), Multivariate Environmental
The complexities and scenarios of ecosystem analysis , () 421 -430 .
Orlóci, L. 1998. Appendix In: G. Fekete, K. Virágh, R. Aszalós and L. Orlóci. 1998. Landscape and ecological differentiation of Brachypodium pinnatum grasslands in Hungary. Coenoses 13:39-53.
'Landscape and ecological differentiation of Brachypodium pinnatum grasslands in Hungary ' () 13 Coenoses : 39 -53 .
Orlóci, L. 2000. From Order to Causes. A personal view, concerning the principles of syndynamics. Published at the web address: http://mywebsite.netscape.com/lOrlóci/koa
Orlóci, L. 2001a. Pattern dynamics: an essay concerning principles, techniques, and applications. Community Ecol. 2: 1-15.
'Pattern dynamics: an essay concerning principles, techniques, and applications ' () 2 Community Ecol. : 1 -15 .
Orlóci, L. 2001b. Perspects and expectations: reflections on a science in change. Community Ecol. 2: 187-196.
'Perspects and expectations: reflections on a science in change ' () 2 Community Ecol. : 187 -196 .
Orlóci L., Anand, M. and X.S. He. 1993. Markov chain: a realistic model for temporal coenosere? Biometrie-Praximetrie 33: 7-26.
'Markov chain: a realistic model for temporal coenosere ' () 33 Biometrie-Praximetrie : 7 -26 .
Orlóci, L., Anand, M. and V. D. Pillar. 2002. Biodiversity analysis: issues, concepts, techniques. Community Ecol. 3: 217-236.
'Biodiversity analysis: issues, concepts, techniques ' () 3 Community Ecol. : 217 -236 .
Orlóci, L. and M. Orlóci. 1988. On recovery, Markov chains and canonical analysis. Ecology 69: 1260-1265.
'On recovery, Markov chains and canonical analysis ' () 69 Ecology : 1260 -1265 .
Orlóci, L. and M. Orlóci. 1990. Edge detection in vegetation: Jornada revisited. J. Veg. Sci. 1:311-324.
'Edge detection in vegetation: Jornada revisited ' () 1 J. Veg. Sci. : 311 -324 .
Pillar, V. D. and L. Orlóci. 1996. On randomisation testing in vegetation science: multifactor comparison of relevé groups. J. Veg. Sci. 7: 587-592.
'On randomisation testing in vegetation science: multifactor comparison of relevé groups ' () 7 J. Veg. Sci. : 587 -592 .
Schönemann, P. H. and Carroll, R. M. 1970. Fitting one matrix to another under choice of a central dilation and a rigid motion. Psychometrika 35: 245-256.
'Fitting one matrix to another under choice of a central dilation and a rigid motion ' () 35 Psychometrika : 245 -256 .
Schroeder, M. 1991. Fractals, Chaos, Power Laws. Freeman, New York.
Fractals, Chaos, Power Laws. , ().
Selling, O.H. 1948. Studies in Hawaiian Pollen Statistics. Part III. On the Late Quaternary History of the Hawaiian Vegetation. Bernice P. Bishop Museum, Honolulu, Hawaii.
Studies in Hawaiian Pollen Statistics. Part III. On the Late Quaternary History of the Hawaiian Vegetation. , ().
Webb, T. 1992. Past changes in vegetation and climate: lessons for the future. In: R.L. Peters and T.E. Lovejoy (eds.), Global Warming and Biological Diversity. Yale University Press, New Haven, London. pp. 59-75.
Past changes in vegetation and climate: lessons for the future , () 59 -75 .
Wiegert, R.G. 1988. Holism and reductionism in ecology: hypothesis, scales and system models. Oikos 53:267-273.
'Holism and reductionism in ecology: hypothesis, scales and system models ' () 53 Oikos : 267 -273 .
Anand, M. 1994. Pattern, process and mechanism. The fundamentals of scientific inquiry applied to vegetation science. Coenoses 9: 81-92.
'Pattern, process and mechanism. The fundamentals of scientific inquiry applied to vegetation science ' () 9 Coenoses : 81 -92 .
Anand, M. 1997. Vegetation dynamics: toward a unifying theory. Ph.D. thesis. Department of Plant Sciences, The University of Western Ontario, London, Canada.
Anand, M. and R. Kadmon. 2000. Community-level analysis spatiotemporal plant dynamics. Ecoscience 7:101-110.
'Community-level analysis spatiotemporal plant dynamics ' () 7 Ecoscience : 101 -110 .
Anand, M. 2000. The fundamentals of vegetation change: complexity rules. Acta Biotheoretica 48: 1-14.
'The fundamentals of vegetation change: complexity rules ' () 48 Acta Biotheoretica : 1 -14 .
Anand, M. and L. Orlóci. 1997. Chaotic dynamics in multispecies community. Env. and Ecol. Stat. 4: 337-344.
'Chaotic dynamics in multispecies community ' () 4 Env. and Ecol. Stat. : 337 -344 .
Anand, M., and L. Orlóci. 2000. On partitioning of an ecological complexity function. Ecol. Model. 132:51-62.
'On partitioning of an ecological complexity function ' () 132 Ecol. Model. : 51 -62 .
Post, von L. 1946. The prospects for pollen analysis in the study of the Earth climatic history. New Phytol. 45:193-217.
'The prospects for pollen analysis in the study of the Earth climatic history ' () 45 New Phytol. : 193 -217 .
Anand, M. and L. Orlóci. 1996. Complexity in plant communities: notion and quantification. J. theor. Biol. 101: 529-540.
'Complexity in plant communities: notion and quantification ' () 101 J. theor. Biol. : 529 -540 .
Rayner, J. N. 1971. An Introduction to Spectral Analysis. Pion, London.
An Introduction to Spectral Analysis , ().
Schneider, D.C. 1994. Quantitative Ecology: Spatial and Temporal Scaling. Academic Press, San Diego. pp. 709-727.
Quantitative Ecology: Spatial and Temporal Scaling. , () 709 -727 .
Wildi, O. and M. Schütz. 2000. Reconstruction of a long-term recovery process from pasture to forest. Community Ecol. 1: 25-32.
'Reconstruction of a long-term recovery process from pasture to forest ' () 1 Community Ecol. : 25 -32 .
Schneider, D.C. 2001. Concept and effect of scale. In: S. A. Levin (ed.), Encyclopedia of Biodiversity. Academic Press, San Diego.
Concept and effect of scale , ().
Wildi, O. 1998. Simulating vegetation at a local scale. Abstracta Botanica 22:3-11.
'Simulating vegetation at a local scale ' () 22 Abstracta Botanica : 3 -11 .