Discover essential techniques for solving inequalities, extremal, variational, functional inequalities, optimization problems in IMO training and advance your mathematical prowess

Discover essential techniques for solving inequalities, extremal, variational, functional inequalities, optimization problems in IMO training and advance your mathematical prowess
Discover advanced geometric transformations, homothety, inversion, projections, duality through IMO-level problems. Master modern approaches for competition mathematics
Explore advanced geometric methods including projective geometry, complex geometry, inversive geometry, affine geometry in IMO preparation. Master key concepts and theorems
Explore advanced modular arithmetic, Chinese Remainder Theorem, p-adic analysis, fields in competitive mathematics. Master essential concepts for IMO-level problem solving
Explore advanced number theory and arithmetic structures in competitive math. Learn fundamental theorems, modular arithmetic, and problem-solving techniques for IMO preparation