Combinatorial mirror symmetry
= Combinatorial mirror symmetry
{wiki=Combinatorial_mirror_symmetry}
Combinatorial mirror symmetry is a concept arising from the field of mathematics that connects mirror symmetry—a phenomenon from string theory and algebraic geometry—to combinatorial structures. While traditional mirror symmetry relates the geometry of certain Calabi-Yau manifolds through duality, combinatorial mirror symmetry translates these ideas into the language of combinatorics and polytopes.