Open Access Repository

Taylor’s power law for leaf bilateral symmetry

Wang, P, Ratkowsky, DA, Xiao, X, Yu, X, Su, J, Zhang, L and Shi, P 2018 , 'Taylor’s power law for leaf bilateral symmetry' , Forests, vol. 9, no. 8 , pp. 1-11 , doi:

forests-09-0050...pdf | Download (3MB)

| Preview
127833 - Taylor...pdf | Download (3MB)

| Preview


Leaf shape and symmetry is of interest because of the importance of leaves in photosynthesis. Recently, a novel method was proposed to measure the extent of bilateral symmetry in leaves in which a leaf was divided into left and right sides by a straight line through the leaf apex and base, and a number of equidistant strips were drawn perpendicular to the straight line to generate an equivalent number of differences in area between the left and right parts. These areal differences are the basis for a measure of leaf bilateral symmetry, which was then examined to see how well it follows Taylor’s power law (TPL) using three classes of plants, namely, 10 geographical populations of Parrotia subaequalis (H.T. Chang) R.M. Hao et H.T. Wei, 10 species of Bambusoideae, and 10 species of Rosaceae. The measure of bilateral symmetry followed TPL for a single species or for a class of closely related species. The estimate of the exponent of TPL for bamboo plants was significantly larger than for the dicotyledonous trees, but its goodness of fit was the best among the three classes of plants. The heterogeneity of light falling on branches and leaves due to above-ground architectural patterns is an important contributor to leaf asymmetry.

Item Type: Article
Authors/Creators:Wang, P and Ratkowsky, DA and Xiao, X and Yu, X and Su, J and Zhang, L and Shi, P
Keywords: Bambusoideae, bootstrap, log-transformation, Parrotia subaequalis, Rosaceae
Journal or Publication Title: Forests
Publisher: MDPIAG
ISSN: 1999-4907
DOI / ID Number:
Copyright Information:

Copyright 2018 The Authors. Licensed under Creative Commons Attribution 4.0 International (CC BY 4.0)

Related URLs:
Item Statistics: View statistics for this item

Actions (login required)

Item Control Page Item Control Page