Author: Eugene F. Krause
Taxicab Geometry: An Adventure in Non-Euclidean Geometry by Eugene F. Krause explores a unique form of geometry where distance is measured like a taxicab driving through city blocks, rather than the straight-line distance we learn in traditional Euclidean geometry. In this system, shapes like circles and squares look very different, reflecting the grid-like layout of urban streets. The book is accessible to students and math enthusiasts, offering clear explanations and exercises to deepen understanding. Krause also highlights practical uses of taxicab geometry in urban planning and design, such as optimizing routes and facility placement. Overall, the book provides a fresh perspective on geometry by connecting abstract math concepts to real-world city layouts, challenging how we think about distance and space.