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Kinetic theory of living pattern

New York: Cambridge University Press (1993)

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  1. Pattern formation by local self‐activation and lateral inhibition.Hans Meinhardt & Alfred Gierer - 2000 - Bioessays 22 (8):753-760.
    In 1972, we proposed a theory of biological pattern formation in which concentration maxima of pattern forming substances are generated through local self- enhancement in conjunction with long range inhibition. Since then, much evidence in various developmental systems has confirmed the importance of autocatalytic feedback loops combined with inhibitory interaction. Examples are found in the formation of embryonal organizing regions, in segmentation, in the polarization of individual cells, and in gene activation. By computer simulations, we have shown that the theory (...)
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  • Numerical simulations of microtubule self-organisation by reaction and diffusion.Nicolas Glade, Jacques Demongeot & James Tabony - 2002 - Acta Biotheoretica 50 (4):239-268.
    This article addresses the physical chemical processes underlying biological self-organisation by which a homogenous solution of reacting chemicals spontaneously self-organises. Theoreticians have predicted that self-organisation can arise from a coupling of reactive processes with molecular diffusion. In addition, the presence of an external field, such as gravity, at a critical moment early in the process may determine the morphology that subsequently develops. The formation, in-vitro, of microtubules, a constituent of the cellular skeleton, shows this type of behaviour. The preparations spontaneously (...)
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  • Cellular oscillations and the regulation of growth: the pollen tube paradigm.José A. Feijó, Joaquim Sainhas, Terena Holdaway-Clarke, M. Sofia Cordeiro, Joseph G. Kunkel & Peter K. Hepler - 2001 - Bioessays 23 (1):86-94.
    The occurrence of oscillatory behaviours in living cells can be viewed as a visible consequence of stable, regulatory homeostatic cycles. Therefore, they may be used as experimental windows on the underlying physiological mechanisms. Recent studies show that growing pollen tubes are an excellent biological model for these purposes. They unite experimental simplicity with clear oscillatory patterns of both structural and temporal features, most being measurable during real‐time in live cells. There is evidence that these cellular oscillators involve an integrated input (...)
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  • Chemical morphogenesis: Turing patterns in an experimental chemical system.E. Dulos, J. Boissonade, J. J. Perraud, B. Rudovics & P. De Kepper - 1996 - Acta Biotheoretica 44 (3-4):249-261.
    Patterns resulting from the sole interplay between reaction and diffusion are probably involved in certain stages of morphogenesis in biological systems, as initially proposed by Alan Turing. Self-organization phenomena of this type can only develop in nonlinear systems maintained far from equilibrium. We present Turing patterns experimentally observed in a chemical system. An oscillating chemical reaction, the CIMA reaction, is operated in an open spatial reactor designed in order to obtain a pure reaction-diffusion system. The two types of Turing patterns (...)
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  • A patterned process approach to brain, consciousness, and behavior.José-Luis Díaz - 1997 - Philosophical Psychology 10 (2):179-195.
    The architecture of brain, consciousness, and behavioral processes is shown to be formally similar in that all three may be conceived and depicted as Petri net patterned processes structured by a series of elements occurring or becoming active in stochastic succession, in parallel, with different rhythms of temporal iteration, and with a distinct qualitative manifestation in the spatiotemporal domain. A patterned process theory is derived from the isomorphic features of the models and contrasted with connectionist, dynamic system notions. This empirically (...)
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