13 Zentrale Universitätseinrichtungen

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Author: search.filters.author.Kotov, V. N.

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    Wachstumskinetik einer Mycelkolonie
    (1990) Kotov, V. N.; Pertschi, Ottmar (Übersetzer)
    A stochastic model of the mycelial colony growth is suggested. It is based on the essential mechanisms of the mycelial colony formation, that is an apical elongation of hyphas and lateral branching. The core of the model is a time-continuous branching process with the cells of three types. Within the framework of the model the biomass growth is shown to be asymptotically exponential and the hyphal growth unit (HGU) tends to a constant. In the case of gamma-distribution of the hyphal cell generation time the explicit formulas describing the kinetics of the mycelial colony growth are derived.
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    Modellierung des Frühstadiums des Mycelkoloniewachstums
    (1990) Kotov, V. N.; Pertschi, Ottmar (Übersetzer)
    A stochastic model is suggested based on the essential mechanisms of colony formation, that is on hypha apical elongation and lateral branching. The model proceeds from a special decomposable branching process with a finite number of cell types. Within the framework of the model the mycelial biomass growth is described in three regimes: overcritical, critical and subcritical.
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    Wachstumskinetik der Hyphe einer Mycelkolonie
    (1990) Kotov, V. N.; Sirenko, I. P.; Pertschi, Ottmar (Übersetzer)
    A mathematical model is suggested for the hyphal growth of mycelial colony. The average number of the hyphal cells formed during time t is shown to increase at first in a jerky way and then it reaches a steady-state phase of the linear growth.
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    Modellierung des Mycelkoloniewachstums mittels Markov-Verzweigungen
    (1990) Bojko, R. V.; Kotov, V. N.; Pertschi, Ottmar (Übersetzer)
    A stochastic model of the growth of mycelial colonies and their properties is described. The experimental data on Trichoderma viride are compared to the theoretical results obtained in the study.