Geometry lies at the core of the architectural design process. It is omnipresent, from the initial form-finding stages to the actual construction. While design and geometry share a fundamental interest in form and shape, Descriptive and Computational Architectural Geometry aims to address the various natures of the historical relationship between mathematics, geometry, computation, and architecture. Through the display of historical mathematical models with formal affinities to contemporary architectural production, the course will provoke discussion about the relevance of a history of form, the origins of design technique, the epistemology of geometry models, and the justification for mathematical surfaces in architecture. This course examines the history, theory and practice of parallel (orthographic) and central (perspective) projection. The primary objective is to provide designers with the tools to imagine and represent with precision, dexterity, and virtuosity a continually expanding repertoire of three-dimensional architectural form.
Image credit: Zaha Hadid, Frank Gehry, Kisho Kurokawa, Preston Scott Cohen, and Giovanni Piranesi. Image Composed by Dr. David Gerber.