#### Professor Richard Hind

MWF 12:50-1:40 PM

Room: 117 Haggar Hall

This is a second mathematics course for Arts and Letters and Architecture students. As the Roman architect Vitruvius pointed out 2000 years ago, architecture is a broad enterprise bringing together virtually all the elements of the human experience. This course focuses on three of those elements: aesthetics, structural aspects, and related mathematics. The architecture of the world's great historic buildings will be the environment in which the narrative of this course develops. The aesthetic and structural properties of these structures are described following a chronological line.

The related mathematics is drawn from today's Euclidean geometry,
trigonometry, the properties of vectors, coordinate geometry in two and
three dimensions, and calculus. This mathematical discussion also flows
along
historical lines. It is the defining goal of this course to intertwine
the architectural and mathematical stories and to illustrate how they
inform
each other. We will see that the mathematics provides clarifying
insights into
the architecture, and in turn, that the architecture is a stage that gives
visibility to abstract mathematics.