Back in 1999, Erik Domaine was a PhD student who created an algorithm that determined the folding patterns necessary to turn a piece of paper into any 3D shape. However, the algorithm was far from perfect, often resulting in an inefficient final product with many visible seams. Eighteen years later Demaine, now a professor of electrical engineering and computer science at MIT, has completed his quest to create a universal algorithm for folding origami shapes with the smallest number of seams possible.
.. Continue Reading MIT origami algorithm creates any 3D shape with minimal seamsCategory: Materials
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