Literature DB >> 16658385

Mathematical Analysis of Plant Growth zea mays Primary Roots.

P Salamon1, A List, P S Grenetz.   

Abstract

A new mathematical treatment is given to the concept of relative elemental growth rate, the limiting value at a point of the relative rate of tissue growth. The new point of view requires consideration of a coordinate system in which each point on the root surface is defined by its initial position on the root axis. The resultant technique of plotting growth parameters provides the ability to distinguish between waves of growth propagating toward the root tip away from cells and waves which tend to propagate along with the cells. Thus it is possible to model the plant growth-regulatory process in terms of auxin and other regulators, considering both cell-associated maxima of regulator concentration and maxima which propagate through the tissue.

Entities:  

Year:  1973        PMID: 16658385      PMCID: PMC366321          DOI: 10.1104/pp.51.4.635

Source DB:  PubMed          Journal:  Plant Physiol        ISSN: 0032-0889            Impact factor:   8.340


  2 in total

1.  The Determination of Relative Elemental Growth Rate Profiles from Segmental Growth Rates (A Methodological Evaluation).

Authors:  W. S. Peters; N. Bernstein
Journal:  Plant Physiol       Date:  1997-04       Impact factor: 8.340

2.  Tailor-made composite functions as tools in model choice: the case of sigmoidal vs bi-linear growth profiles.

Authors:  Winfried S Peters; Tobias I Baskin
Journal:  Plant Methods       Date:  2006-06-02       Impact factor: 4.993

  2 in total

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