Product ID: 99635
Supplementary Print
Undergraduate
Differential Growth, Huxley's Allometric Formula, and Sigmoid Growth (UMAP)
Author: Roger V. Jean
This module relates analytical geometry and calculus with differential growth, Huxley's Allometric Formula, and sigmoid growth.
Table of Contents:
INTRODUCTION
LOGARITHMIC FORM AND EXPONENTIAL FORM OF THE ALLOMETRIC FORMULA
ALLOMETRY IN WHEAT, FISHES, NASTURTIUMS AND POTATOES
THE CASE OF THE MALE FIDDLER CRAB UCA PUGNAX
ON THE DETERMINATION OF THE ALLOMETRIC CONSTANTS
DIFFERENTIAL FORM OF THE ALLOMETRIC FORMULA; RELATIVE GROWTH RATES
RELATIONS TO SIGMOID GROWTH
DIFFERENTIAL GROWTH OF THE BEGONIA DAEDALEA AND THEORY OF TRANSFORMATIONS IN ZOOLOGY
ANSWERS TO EXERCISES
READINGS AND REFERENCES
©1984 by COMAP, Inc.
UMAP Module
32 pages
Mathematics Topics:
Calculus
Application Areas:
Life Sciences & Medicine , Biology, Allometry
Prerequisites:
Logarithms and tangents; log-log paper; elementary properties of a straight line; logarithmic and exponential functions; derivatives
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