When many of us view a great building, we are struck by the majesty and artistry that spring from its form, function and materials. University of Notre Dame mathematician Alexander J. Hahn sees all this, but also something more. He sees the mathematics that lies at the heart of great buildings and finds in it a beauty of its own.
Hahn examines the mathematics at work in great buildings in a compelling and richly illustrated new book, ""Mathematical Excursions to the World’s Great Buildings:http://press.princeton.edu/titles/9693.html," published by Princeton University Press.
“Mathematical Excursions” discuss the pyramids of Egypt; the Parthenon in Athens; the Colosseum and Pantheon in Rome; the Hagia Sophia; historic mosques; great Romanesque, Gothic and Renaissance cathedrals; some of Palladio’s villas; the U.S. Capitol; and three icons of the 20th century: the Sydney Opera House, the Gateway Arch in St. Louis and the Guggenheim Museum in Bilbao. Read More