Mathematical Biosciences 1991: Vol 104 Table of Contents

3 Pages·1991·0.36 MB·English

Mathematica
Biosciences
an international journal
Volume 104 1991
R. B. Campsext (Cedar Falls, lowa)
On the Robustness of Regular Systems of Inbreeding
G. Eason (Glasgow, United Kingdom)
On a Simplified Model of the Renal Medulla
L. P. Lerkovircu (Ottawa, Ontario)
Vector Dissimilarity and Clustering
Acvin D. Wicarns (Davis, California)
Estimation of the Thermal Coefficient in the Decline
of a Bacterial Population Under Heat Stress
NATALIA TRAYANOVA AND CRAIG S. HENRIQUEZ
(Durham, North Carolina)
Modification of a Cylindrical Bidomain Model for Cardiac Tissue
M. Basson AND J. R. BeEppinGcTton (London, England)
AND R. M. May (Oxford, England)
An Assessment of the Maximum Sustainable Yield of Ivory
from African Elephant Populations
Anup Dewanii, SURESH H. MOOLGAVKAR, AND
E. Georc Lueseck (Seattle, Washington)
Two-Mutation Model for Carcinogenesis: Joint Analysis
of Premalignant and Malignant Lesions
XIAODONG Lin (Edmonton, Alberta)
Qualitative Analysis of an HIV Transmission Model
Mark ANDERSEN (Irvine, California)
Properties of Some Density-Dependent
Integrodifference Equation Population Models
ANNOUNCEMENT
DANNY SUMMERS, ZONG Y. Wu, AND Gary C. W. SaBiIn
(St. John’s, Newfoundland)
Disturbed Nonlinear Multispecies Models in Ecology
Elsevier
A. G. Ricas (Xanthi, Greece)
Spectra-Based Estimates of Certain Time-Domain Parameters
of a Bivariate Stationary-Point Process
A. S. ELKHADER (Aberdeen, South Dakota)
Global Stability in a Synthrophic Chain Model
Grace L. Yana (College Park, Maryland) anp
Cuao W. Cuen (Washington, D.C.)
A Stochastic Two-Stage Carcinogenesis Model:
A New Approach to Computing the Probability
of Observing Tumor‘in Animal Bioassays
Lea F. Murpny (Corvallis, Oregon) AND
Steven J. Smrru (Kirksville, Missouri)
Maximum Sustainable Yield of a Nonlinear Population
a 259
JoserH C. Watkins (Los Angeles, California) AnD
Bircir Woessner (Ulm, Germany)
Diffusion Models for Chemotaxis: A Statistical Analysis
of Noninteractive Unicellular Movement
Book Review
M. R. Davenport (Vancouver, British Columbia)
Modelling Brain Function: The World of Attractor Neural Networks
(Daniel J. Amit)... .