Wiley-Interscience / Boston / Baltimore / Leipzig / New York / Oxford / Tokyo / Milano / Liouville / Berlin / Providence / London / Knoxville / /
Company
World Scientific / /
Country
France / / /
Facility
University of Tennessee / University of Cambridge / F. Soddy / Purdue University / /
IndustryTerm
circle packing algorithm / polynomial time circle packing algorithm / integrable systems / /
OperatingSystem
Microsoft Windows / /
Organization
Institut Fourier / Indiana Univ. / Princeton University / University of Tennessee / Purdue University / UCSD / University of Cambridge / Technion / /
Person
William Thurston / Walter Br / Al Marden / Ken Stephenson / Colin de Verdi / Pankaj K. Agarwal / Tim Bedford / Barbara Nimershiem / Alan F. Beardon / Feng Luo / Tomasz Dubejko / Zheng-Xu He / Gareth McCaughan / Richard Wagner / Monica K. Hurdal / Marcel Berger / Edward R. Scheinerman / M. K. Hurdal / John W. Morgan / George Brock Williams / KENNETH STEPHENSON / Shang-Hua Teng / Gary L. Miller / Robert Brooks / Keith Carne / Jeff van Eeuwen / Charles R. Collins / Bennett Chow / Steven G. Krantz / Kirt Schaper / Gruyter Verlag / Yves Colin de Verdi / Tony Rothman / Alexander I. Bobenko / David A. Rottenberg / Shigeru Mizushima / P. Doyle / G. Brock Williams / Johan Jonasson / Ryan Siders / Hyman Bass / Philip L. Bowers / Lowell J. Hansen / Ithiel Carter / Michael Keane / Kelly Rehm / Craig D. Hodgson / Oded Schramm / Frank Morley / Graham R. Brightwell / Dennis Sullivan / Boris A. Springborn / Dov Aharonov / Stephen A. Vavasis / Sadayoshi Kojima / Roger Barnard / James W. Cannon / Kevin Callahan / Burt Rodin / Horst Sachs / Witt L. Sumners / Duke Math / Bojan Mohar / /
Position
advisor / Scientist / /
ProvinceOrState
Illinois / New York / Michigan / Tennessee / Rhode Island / /
PublishedMedium
Scientific American / Inventiones Mathematicae / Theory of Computing / Lecture Notes in Computer Science / /
Technology
circle packing algorithm / polynomial time circle packing algorithm / /
CIRCLE PACKING BIBLIOGRAPHY AS OF SEPTEMBER 2005 MAINTAINED BY KENNETH STEPHENSON The term circle packing here refers to configurations of circles with specified patterns of tangency, intersection, or separation. The cen