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- W2331058114 abstract "The customary view of the landscape and of landscape processes emphasizes regularity. Macroscopic landforms are represented as contoured surfaces and mean values are held to provide a satisfactory knowledge of structures and processes at the micro level. However, it is known that geomorphic structures can exhibit a spatial variability that renders them unmappable and non-laminar flows are so complex as to defy regular analysis. Irregularity in the landscape may be probabalistic in origin or the outcome of non-linearity where, despite being completely determined, systems can exhibit stochasticity. Two examples of probabilistic irregularity are presented in this paper: (i) the soil-covered landscape as a sample function of a Gaussian field; (ii) variable thresholds as the subtraction of random variables. Non-linear stochasticity enters geomorphology mainly via dissipative structures in turbulent flow. For slightly perturbed, mildy non-linear, conservative systems, stability is provided for by KAM theory, while 'Hamiltonian chaos' guarantees ergodicity and the possibility of equilibrium." @default.
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- W2331058114 date "1988-01-01" @default.
- W2331058114 modified "2023-10-17" @default.
- W2331058114 title "A New View of the Landscape" @default.
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- W2331058114 doi "https://doi.org/10.2307/622996" @default.
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