MC Escher's use of Hyperbolic Space

The video explores M.C. Escher's 'Angels and Devils', highlighting its use of non-Euclidean geometry. It begins with an introduction to the painting's patterns, then explains Euclidean geometry and its limitations on non-flat surfaces. The focus shifts to hyperbolic space, illustrating its unique properties and how Escher used it to create infinite tessellations in his artwork.

In what ways does Escher's painting challenge traditional notions of space and geometry?

Explain the concept of tessellation as it relates to Escher's work.