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23 gen 2024 · Erik Demaine is a mathematician, computer scientist, and artist who studies and creates geometric folding algorithms, origami, polyhedra, and more. Learn about his research, books, exhibitions, films, puzzles, software, and contact information.
- Fold & Cut
A 2010 paper with Martin Demaine, Andrea Hawksley, Hiro Ito,...
- Mathematical Fonts/Typefaces
Dissection font by Erik Demaine, Martin Demaine, Donald E....
- Classes
Erik Demaine's Classes. Check out: 6.5440: Algorithmic Lower...
- Papers
Erik Demaine's Papers Papers are grouped into Books, Journal...
- Film & Video
Film & Video by Erik Demaine YouTube. Some...
- Prints
Prints by Erik Demaine and Martin Demaine. These...
- Software
Software by Erik Demaine Most software listed below is free...
- Yes/No
by Erik Demaine, Martin Demaine, and Sarah Stengle The...
- Fold & Cut
Erik D. Demaine (born February 28, 1981) is a Canadian-American professor of computer science at the Massachusetts Institute of Technology and a former child prodigy . Early life and education. Demaine was born in Halifax, Nova Scotia, to mathematician and sculptor Martin L. Demaine and Judy Anderson.
19 ott 2023 · Erik Demaine is a Professor of Computer Science at MIT, who studies algorithms, geometry, complexity theory, and biology. He is a MacArthur Fellow and a coauthor of books on folding and games.
Erik Demaine. Professor of Electrical Engineering and Computer Science, Massachusetts Institute of Technology. Verified email at mit.edu - Homepage. algorithms computational geometry data structures graph algorithms recreational algorithms.
13 mar 2021 · Erik Demaine is a MacArthur Fellow and a computational geometer who studies folding, data structures, complexity theory, and more. He is also an artist, a juggler, a magician, and a Tetris Master.
21 giu 2017 · MIT’s Erik Demaine improves on his landmark, 18-year-old algorithm for generating origami folding patterns for any 3-D shape. The new work adds the requirement of “watertightness,” or minimizing the number of seams in an origami approximation of a closed surface.