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Locked and Unlocked Chains of Planar Shapes∗ Robert Connelly Erik D. Demaine Martin L. Demaine
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Document Date: 2006-08-27 17:50:08

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City

Tokyo / Redondo Beach / Berlin / Sedona / Brooklyn / Braunschweig / Waterloo / /

Company

Cambridge University Press / LOCKED / Unlocked / Vertex / Theorem 8 / Unlocked Chains of Planar Shapes / /

Country

Japan / Jordan / United States / Canada / /

Currency

USD / /

IndustryTerm

polygonal chain / potential tools / positive dot product / energy-driven approach / energy monotonicity / /

Organization

American Chemical Society / Cambridge University / National Science Foundation / American Mathematical Society / MIT / National Aeronautics and Space Administration / U.S.Israel Binational Science Foundation / Cornell University / /

Person

Joseph S. B. Mitchell / Erik D. Demaine Martin / Stefan Langerman Joseph / Martin L. Demaine / Robert Connelly Erik / J. Pach / C. Mao / V / Physical Knots / /

Position

author / editor / problems and computations General / /

ProvinceOrState

California / New York / Arizona / Massachusetts / /

PublishedMedium

Journal of the American Chemical Society / Lecture Notes in Computer Science / /

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