2023 Bridges Conference Art Exhibition

Emily Baker, Edmund Harriss, Asgerdur H Johannesdottir, Sabetta Matsumoto

Artists

Edmund Harriss

Assistant Professor of Mathematics and Art

University of Arkansas

eharriss@uark.edu

http://maxwelldemon.com

Asgerdur H Johannesdottir

PhD student

University of Iceland

Fayetteville, AR

ahj27@hi.is

Emily Baker

Assistant Professor of Architecture

University of Arkansas

Fayetteville, AR

erb02@uark.edu

Sabetta Matsumoto

Associate Professor of Physics

School of Physics, Georgia Tech

Atlanta, Georgia, USA

sabetta.matsumoto@gmail.com

https://matsumoto.gatech.edu

Statement

These pieces were created as part of the design process for the mathemalchemy exhibit, a collaboration of over 24 mathematicians and artists interested in showing the creativity and whimsy of mathematics. Part of that exhibit was to be a lighthouse standing tall above the exhibit as a whole. The decision was made to adapt the flexible "Zipform" system for this construction meaning that the construction method of the building itself illustrated mathematics. These pieces are the studies made as the surfaces were adapted into the final form.

Artworks

Image for entry 'Study for Mathemalchemy's lighhouse'

Study for Mathemalchemy's lighhouse

30.0 x 20.0 x 10.0 cm

Lasercut paper

2022

Additional info

These pieces are studies for using the Zipform system (created by Emily Baker and Edmund Harriss) for the mathemalchemy lighthouse, in collaboration with Sabetta Matsumoto, who made the models with Ásgerður Johannesdottir. The zipform system takes flat cut pieces and connects them at right angles creating a beam along any curve. It was initially used to create beams lying on a sphere where one of the surfaces of the beam will always match the surface. Other surfaces are more restrictive, and the beam must follow line of principal curvature where the ribbon of surface bends but does not twist around the tangent. These models show a possible construction for a hyperboloid and for a small pertebation of the hyperboloid to give a helical path.