This classic work presents an elementary path through contemporary geometric ideas, from projective methods to the analytic connections that link different views of curves and shapes.

The volume offers a guided tour of the central topics that shape pure geometry today. Expect explanations of key concepts, historical context, and a practical approach that supports study and exploration. The translation includes explanatory notes and an index to help readers navigate the material.

Learn how conic sections, transversals, and parallels drive modern geometric thinking
See how synthetic methods relate to analytic equations and coordinate approaches
Explore self-polar relationships, nets of conies, and the geometry of curves of the second order
Work with examples and problems that illustrate construction and reasoning

Ideal for students of geometry and readers seeking a rigorous, accessible introduction to modern geometric ideas.

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