: Elementary and advanced counting, bijections, recursive arguments, and generating functions.
: Shorter but comprehensive coverage of spatial geometry and solids. An Excursion through Elementary Mathematics, Vo...
The collection is structured into three distinct volumes, each covering a major pillar of elementary mathematics at an Olympic level: : Elementary and advanced counting
: Trigonometry, analytic geometry, and vectors are integrated as tools for studying Euclidean space. Volume III: Discrete Mathematics and Polynomial Algebra and the geometry of triangles (e.g.
: Includes classical theorems on congruence, similarity, and the geometry of triangles (e.g., Menelaus and Ceva).
Overview * Combines an in-depth overview of the theory with problems presented at several Mathematical Olympiads around the world. Springer Nature Link An Excursion through Elementary Mathematics, Volume I