This textbook provides a comprehensive introduction to trigonometry, covering fundamental concepts such as angles, trigonometric functions, identities, equations, and their applications. Cameron B. Douthitt and Joe A. McMillan present the material in a clear and structured manner, with numerous examples and exercises to support learning. The book is suitable for students seeking a solid foundat…
This book introduces geometry through the concept of transformations, focusing on distortion as a fundamental idea. Z. P. Dienes and E. W. Golding present geometric concepts using movement, mapping, and transformation rather than traditional static methods. It is particularly useful for students and teachers seeking a modern and intuitive approach to Geometry, emphasizing understanding through …
This classic work explores the geometry and symmetry of the icosahedron by presenting all fifty-nine distinct stellations of this regular polyhedron. The authors provide detailed constructions, diagrams, and mathematical analysis of these complex forms. The book is a significant contribution to the study of Geometry, particularly in the areas of polyhedral theory and spatial symmetry, making it…
This book provides a comprehensive introduction to non-Euclidean geometry, exploring geometrical systems that differ from classical Euclidean assumptions. H. S. M. Coxeter presents the foundations of hyperbolic and elliptic geometries, along with their historical development and mathematical significance. The text is known for its clear exposition and rich geometric insight, making it valuable …
This classic book offers a deeper exploration of elementary geometry, emphasizing elegant proofs and geometric insight. The authors revisit fundamental topics such as triangles, circles, and polyhedra, presenting them in a more sophisticated and enriching way. It is designed to bridge the gap between elementary and advanced mathematics, making it valuable for students, teachers, and anyone inte…
This book presents an informal and insightful exploration of complex algebraic curves and their geometric properties. C. Herbert Clemens introduces key concepts such as theta functions and Jacobi varieties through a collection of notes and examples rather than a strictly formal textbook approach. It is particularly useful for graduate students and researchers interested in Algebraic Geometry, o…