3 Review(s)

It is an important work in the field of mathematics and presents a systematic and axiomatic approach to geometry. In the book, Hilbert presents a set of axioms that form the basis of Euclidean geometry, and then proceeds to develop various geometrical concepts and theorems from these axioms. The book also includes discussions on the philosophy of mathematics and the nature of mathematical proof. Hilbert's "Foundations of Geometry" has had a significant influence on the development of modern mathematics and is still studied today by mathematicians and philosophers alike.