High school volume. Combinatorial geometry. Mathematical Olympiad series of small books

Author: Yu Hongbing
Publisher:
Publish Date: 2005-04-01
Features: The distinctive concept of Combinatorial Geometry—Mathematical Olympiad provides further development space for top students—Rooted in fundamentals, aiming for high-end brands—Following the brand book Olympiad Mathematics Course, another Olympiad brand author—Joint writing by members of the China Mathematical Olympiad Committee, national team coaches, and gold medal-winning coaches—Classic topics, clever solutions, many of which are crafted by top problem solvers In mathematical competitions, there are numerous combinatorial geometry problems. Combinatorial geometry is a burgeoning branch of mathematics that studies the combination of geometric elements, such as distances, coverings, colorings, lattice points, etc. The content is rich and diverse. This small book introduces some basic methods in combinatorial geometry through relevant problems in mathematical competitions. These methods, or so-called "tricks," are often useful, but in many cases, one must create "new tricks" tailored to specific problems—"winning without tricks." This is a remarkable feature of combinatorial geometry: it requires knowledge, but more importantly, it demands wisdom. East China Normal University Press, bringing you a life of wisdom.