1. Proof clarifies a map-folding problem.
- Author
-
Peterson, I.
- Subjects
- *
PAPER arts , *ORIGAMI , *COMPUTER systems , *STRUCTURAL engineering , *LOGIC , *UNIVERSITIES & colleges - Abstract
Focuses on the research of Erik Demaine and coworkers at the University of Waterloo in Ontario on a method for recognizing when a creased sheet is foldable into a flat package. Details of his study with one- and two-dimensional cases of the folding problem; Interest of mathematicians in ways to systemize origami design to enable computers to calculate what sequence of creases in a square of paper will produce a desired figure.
- Published
- 2000
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