The Mathematical Tourist Dirk Huylebrouck, Editor ouis I. Kahn (1901–1974), one of crete buildings. Kahn’s work shows his Cycloids in the most outstanding modern great reverence for making accessible L American architects, is noted for the value of clear structural systems, ma- the use of simple geometric forms and terials and light. Pushing the structural Louis I. spatial compositions in massive con- systems and materials to their bound- Kahn’s Kimbell Art Museum at Fort Worth, Texas JIN-HO PARK, YONGSUN JOO, AND JAE-GUEN YANG Does your hometown have any mathematical tourist attractions such as statues, plaques, graves, the café where the famous conjecture was made, the desk where the famous initials are scratched, birthplaces, houses, or memorials? Have you encountered a mathematical sight on your travels? If so, we invite you to submit to this column a picture, a description of its mathematical significance, and either a map or directions so that others may follow in your tracks. Please send all submissions to Mathematical Tourist Editor, Dirk Huylebrouck, Aartshertogstraat 42, 8400 Oostende, Belgium e-mail:
[email protected] Figure 1. Exterior views on the Kimbell Art Museum. © 2007 Springer ScienceϩBusiness Media, Inc., Volume 29, Number 2, 2007 1 aries is one of the essential components plan, with cycloid vaults, and that was would be gentle. The stepped en- of his architectural approach. Kahn also the design that was executed. trance court passes between the por- sought to optimize natural light for the The imposing structure opened four ticos and their pools with a fountain occupants of the building.