An Introduction to the Mathematics of Biology with Computer Algebra Models
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433 p.This book is designed to be understandable to students of biology as well as to students of mathematics and related physical sciences. No prior study of biology is necessary and only one year of calculus is required. A unique feature of the book is the use of a computer algebra system, Maple, in parts of every chapter.This hands-on approach to computation provides a rich source of information through the use of 'what-if' scenarios and thus allows students to grasp important biological and mathematical concepts in a way that is not possible without such technology. For students who do not...
433 p.
This book is designed to be understandable to students of biology as well as to students of mathematics and related physical sciences. No prior study of biology is necessary and only one year of calculus is required. A unique feature of the book is the use of a computer algebra system, Maple, in parts of every chapter.
This hands-on approach to computation provides a rich source of information through the use of 'what-if' scenarios and thus allows students to grasp important biological and mathematical concepts in a way that is not possible without such technology. For students who do not have access to a computer algebra system, each topic is complete without the use of either numerical or symbolic equations. Graphic visualizations are provided for all the mathematical results.
This book is designed to be understandable to students of biology as well as to students of mathematics and related physical sciences. No prior study of biology is necessary and only one year of calculus is required. A unique feature of the book is the use of a computer algebra system, Maple, in parts of every chapter.
This hands-on approach to computation provides a rich source of information through the use of 'what-if' scenarios and thus allows students to grasp important biological and mathematical concepts in a way that is not possible without such technology. For students who do not have access to a computer algebra system, each topic is complete without the use of either numerical or symbolic equations. Graphic visualizations are provided for all the mathematical results.