: Covers the fundamental theory of real numbers, functions, and introductory real analysis.
: Start with the basic principles provided at the beginning of each chapter. The series avoids "tricks" in favor of rigorous theory.
The collection is structured into three distinct volumes, each covering a major pillar of elementary mathematics at an Olympic level: An Excursion through Elementary Mathematics, Vo...
The final volume covers diverse "discrete" topics essential for competitive mathematics.
: Limits, derivatives, Riemann's integral, and series of functions. : Covers the fundamental theory of real numbers,
: Shorter but comprehensive coverage of spatial geometry and solids.
This volume builds a bridge between high school algebra and undergraduate analysis. and vectors in the plane.
: Focuses on plane and solid geometry, trigonometry, and vectors in the plane.