HESSIAN POLYHEDRA, INVARIANT THEO & APPELL HYPERGEOME FUNCT

Více o knize

The book explores the intricate connections between four seemingly unrelated mathematical theories: the symmetries of Hessian polyhedra, the resolution of algebraic equations, Appell hypergeometric functions, and Picard modular functions. It reveals that these diverse fields are unified under the structure of the Hessian group '216, showcasing the fundamental unity within mathematics. This work serves as a complex counterpart to Klein's classic study of the icosahedron, highlighting the beauty and interconnectedness of mathematical concepts.