"A recurrent theme throughout the book is the need for communication across disciplines and Harrison draws analogy, wherever possible, with problems in physical chemistry, the area in which he started his scientific career....aimed at experimental biologists who wish to understand the basics of reaction-diffusion theory and for mathematicians who wish to communicate with biologists....the diverse range of phenomena discussed in basic terms make this book worthwhile reading." Philip K. Maini, Bulletin of Mathematical Biology

• Preface; Part I. Macroscopics without Mathematics: 1. Introduction; 2. Morphogen: one word for at least two concepts; 3. Pictorial reasoning in kinetic theory of pattern and form; 4. Structure, equilibrium, kinetics; Part II. Pattern-Forming Processes: 5. The making and breaking of symmetry; 6. Matters needing mathematics: an introduction; 7. Kinetic models for stable pattern: an introduction; Part III. Bringing Experiment and Theory Together: 8. Classifications; 9. Non-linear reaction-diffusion models; 10. Approaching agreement?; References; Index.

"A recurrent theme throughout the book is the need for communication across disciplines and Harrison draws analogy, wherever possible, with problems in physical chemistry, the area in which he started his scientific career....aimed at experimental biologists who wish to understand the basics of reaction-diffusion theory and for mathematicians who wish to communicate with biologists....the diverse range of phenomena discussed in basic terms make this book worthwhile reading." Philip K. Maini, Bulletin of Mathematical Biology

• Preface; Part I. Macroscopics without Mathematics: 1. Introduction; 2. Morphogen: one word for at least two concepts; 3. Pictorial reasoning in kinetic theory of pattern and form; 4. Structure, equilibrium, kinetics; Part II. Pattern-Forming Processes: 5. The making and breaking of symmetry; 6. Matters needing mathematics: an introduction; 7. Kinetic models for stable pattern: an introduction; Part III. Bringing Experiment and Theory Together: 8. Classifications; 9. Non-linear reaction-diffusion models; 10. Approaching agreement?; References; Index.

"A recurrent theme throughout the book is the need for communication across disciplines and Harrison draws analogy, wherever possible, with problems in physical chemistry, the area in which he started his scientific career....aimed at experimental biologists who wish to understand the basics of reaction-diffusion theory and for mathematicians who wish to communicate with biologists....the diverse range of phenomena discussed in basic terms make this book worthwhile reading." Philip K. Maini, Bulletin of Mathematical Biology

• Preface; Part I. Macroscopics without Mathematics: 1. Introduction; 2. Morphogen: one word for at least two concepts; 3. Pictorial reasoning in kinetic theory of pattern and form; 4. Structure, equilibrium, kinetics; Part II. Pattern-Forming Processes: 5. The making and breaking of symmetry; 6. Matters needing mathematics: an introduction; 7. Kinetic models for stable pattern: an introduction; Part III. Bringing Experiment and Theory Together: 8. Classifications; 9. Non-linear reaction-diffusion models; 10. Approaching agreement?; References; Index.