Toward a Visualization of Higher Dimensions: Embedding Drawings in the 2-Dimensional Plane

This article is a work of architecture theory in which the author argues for a new visualization method of higher dimensional spaces. It explores a collision of ideas from Charles Howard Hinton, Luis Albert Necker, and Albert Einstein to reimagine a model for representing four-dimensional spaces and beyond. Using graph theory as a framework for a new form of illustration, the author argues that complexity, redundancy and misperception are reduced by the use of non-Cartesian representation.