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Thomas C. Hull
Thomas C. Hull
Associate Professor of Mathematics, Franklin & Marshall College
Verified email at fandm.edu - Homepage
Title
Cited by
Cited by
Year
Using origami design principles to fold reprogrammable mechanical metamaterials
JL Silverberg, AA Evans, L McLeod, RC Hayward, T Hull, CD Santangelo, ...
science 345 (6197), 647-650, 2014
8852014
Origami structures with a critical transition to bistability arising from hidden degrees of freedom
JL Silverberg, JH Na, AA Evans, B Liu, TC Hull, CD Santangelo, RJ Lang, ...
Nature materials 14 (4), 389-393, 2015
5052015
Programming reversibly self‐folding origami with micropatterned photo‐crosslinkable polymer trilayers
JH Na, AA Evans, J Bae, MC Chiappelli, CD Santangelo, RJ Lang, ...
Advanced Materials 27 (1), 79-85, 2015
4952015
Project origami: activities for exploring mathematics
T Hull
CRC Press, 2012
2772012
On the mathematics of flat origamis
T Hull
Congressus numerantium, 215-224, 1994
2371994
Modelling the folding of paper into three dimensions using affine transformations
TC Hull, sarah-marie belcastro
Linear Algebra and its Applications 348 (1), 273-282, 2002
1752002
Defective list colorings of planar graphs
N Eaton, T Hull
Bull. Inst. Combin. Appl 25 (79-87), 40, 1999
1451999
The combinatorics of flat folds: a survey
T Hull
Origami3: Proceedings of the 3rd International Meeting of Origami Science …, 2002
1022002
Topological kinematics of origami metamaterials
B Liu, JL Silverberg, AA Evans, CD Santangelo, RJ Lang, TC Hull, ...
Nature Physics 14 (8), 811-815, 2018
942018
Rigid origami vertices: conditions and forcing sets
Z Abel, J Cantarella, ED Demaine, D Eppstein, TC Hull, JS Ku, RJ Lang, ...
Journal of Computational Geometry 7 (1), 171-184, 2016
862016
Counting mountain-valley assignments for flat folds
TC Hull
arXiv preprint arXiv:1410.5022, 2014
842014
Self-foldability of rigid origami
T Tachi, TC Hull
Journal of Mechanisms and Robotics 9 (2), 021008, 2017
762017
Solving cubics with creases: the work of Beloch and Lill
TC Hull
The American Mathematical Monthly 118 (4), 307-315, 2011
702011
A mathematical model for non-flat origami, Origami3
S Belcastro
Proceedings of the 3rd International Meeting of Origami Mathematics, Science …, 2002
622002
A note on" impossible" paper folding
T Hull
American Mathematical Monthly 103 (3), 240-241, 1996
481996
Origami^{3}
T Hull
CRC Press, 2002
462002
HP Lovecraft: a horror in higher dimensions
T Hull
Math Horizons 13 (3), 10-12, 2006
302006
Box pleating is hard
HA Akitaya, KC Cheung, ED Demaine, T Horiyama, TC Hull, JS Ku, ...
Discrete and Computational Geometry and Graphs: 18th Japan Conference …, 2016
282016
The application of origami science to map and atlas design
M Miura, T Hull
Origami 3, 137-146, 2002
272002
Origametry: mathematical methods in paper folding
TC Hull
Cambridge University Press, 2020
242020
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