A collection of lectures exploring mathematical approaches to biological problems, including modeling, population dynamics, and quantitative analysis in life sciences.
A widely used calculus textbook covering differential and integral calculus with analytic geometry, authored by Thomas and Finney; fifth edition with a fifth printing in June 1981.
A work on intuitionistic mathematics focusing on the theory of choice sequences, published in Oxford in 1977.
A mathematical text on basic linear partial differential equations written by François Treves and published in 1975.
This book presents a quantitative approach to plant physiology using mathematical models to describe processes such as photosynthesis, respiration, growth, and nutrient allocation. It is widely used in theoretical plant biology and crop modeling studies.
This book provides an accessible introduction to singularity theory from a geometric perspective. It studies curves and their singular points, explaining how geometric shapes change under deformation. The text combines intuitive geometric ideas with rigorous mathematical methods, making it suitable for undergraduate and graduate students interested in differential geometry and singularity theory.
A comprehensive academic work discussing crystallographic and metacrystallographic groups, focusing on symmetry principles and mathematical foundations in crystallography
This volume is part of the authoritative International Tables for Crystallography series and provides comprehensive data on space-group symmetry. It is an essential reference for crystallographers, physicists, chemists, and materials scientists, offering standardized descriptions of symmetry in crystal structures.
This book presents an axiomatic and mathematical approach to crystallography, focusing on symmetry operations, point groups, lattices, and space groups. It bridges geometric crystallography with modern mathematical concepts and provides insights into the structure of Euclidean space and crystal packing.
Provides practical exercises and problem-solving techniques in mathematics for students, covering topics relevant to GRA 1 C Communications.