Nagorcka, B.N., Mooney, J.R.: The role of a reaction-diffusion system in the formation of hair fibres. J. theor. Biol. 98,575–607 (1982). Nagorcka, B.N., Mooney, J.R.: The role of a reaction-diffusion system in the initiation of primary ...
[105] J. Demongeot, P. Pachot, P. Baconnier, G. Benchetrit, S. Muzzin, and T. Pham Dinh. Entrainment of the respiratory rhythm: concepts and techniques of analysis. ... [112] C.A. Donnelly, N.M. Ferguson, A.C. Ghani, M.E.J. Woolhouse ...
This process has been worked through for Huntington's disease, a disease of progressive degeneration of brain cells in certain areas of the brain. The gene, HD, is on the fourth chromosome and is dominant. In the normal form, ...
The review article on dynamic diseases by Mackey and Milton (1988) is of direct relevance to the material discussed ... The first example, Cheyne-Stokes respiration, is a human respiratory ailment manifested by an alteration in the ...
Mathematical Biology is a richly illustrated textbook in an exciting and fast growing field.
This book primarily addresses students and researchers in mathematics who do not necessarily have any background in biology and who may have had little exposure to PDEs.
Mathematical Biology is a richly illustrated textbook in an exciting and fast growing field.
A NUMERICAL METHOD FOR PHYSIOLOGICAL FLOWS S. K. Dey Department of Mathematics, Eastern Illinois University, Charleston, Illinois ABSTRACT Several models of mathematical physiology are basically problems of fluid dynamics represented by ...
Mathematical biology - the use of mathematical ideas and models in the biosciences - is a fast growing, very exciting and increasingly important inderdisciplinary field.
Mathematical Biology
The various studies that are constantly contributing towards advancing technologies and evolution of mathematical biology are examined in detail. This book will serve as a reference to a broad spectrum of readers
In this book, using case studies and examples, constant effort has been made to make the understanding of the difficult concepts of this discipline as easy and informative as possible, for the readers.