An Excursion Through Elementary Mathematics, Vo... Apr 2026

The final volume covers diverse "discrete" topics essential for competitive mathematics.

: Shorter but comprehensive coverage of spatial geometry and solids.

: Attempt the problems scattered throughout the chapters, which range from immediate applications to challenging competition problems. An Excursion through Elementary Mathematics, Vo...

: Proofs are used to tackle complex national and international Olympiad problems. Volume II: Euclidean Geometry

This volume builds a bridge between high school algebra and undergraduate analysis. The final volume covers diverse "discrete" topics essential

: Explores counting, graph theory, number theory, and the algebra of polynomials. Guide to Volume Content Volume I: Real Numbers and Functions

: Roots of polynomials, symmetric polynomials (Newton’s theorem), and linear recurrence relations. How to Use the Books : Proofs are used to tackle complex national

The collection is structured into three distinct volumes, each covering a major pillar of elementary mathematics at an Olympic level: