County Formation Maps
Animap--Software Used For County Formation Maps
(At the Harvard Depository: G1201.A1 E77 1994)
Census Maps
Towards a Dynamic Network Model of Geo-strategic Processes: Network Structures of Imperialism
C. Geronimo, M. Tsvetovat, J. Sacco.
Paper presented at the annual meeting of the ISA's 49th Annual Convention, Bridging Multiple Divides, 2008.
online
Political Redistricting By Computer
R. Helbig, P. Orr, R. Roediger
Communications of the ACM, 1972; 15 (8): 735-741
(PDF, 610 KB)
Chaos and pattern formation - Hierarchical crack pattern as formed by successive domain divisions. I. Temporal and geometrical hierarchy
S. Bohn, L. Pauchard, Y. Couder.
Physical Review. E, Statistical, nonlinear, and soft matter physics, 2005; 71 (4 2)
(PDF, 440 KB)
Chaos and pattern formation - Hierarchical crack pattern as formed by successive domain divisions. II. From disordered to deterministic behavior
S. Bohn, J. Platkiewicz, B. Andreotti, M. Adda-Bedia, Y. Couder.
Physical Review. E, Statistical, nonlinear, and soft matter physics, 2005; 71 (4 2)
(PDF, 427 KB)
Coffee Experiment
An Experimental Study of Cracking Induced by Desiccation.
A. Groisman, E. Kaplan.
Europhys Lett, 25: 415-420 (1994).
(PDF, 557)
Nonequilibrium scale selection mechanism for columnar jointing
L. Goehring, L. Mahadevan, and S.W. Morris
Proc Natl Acad Sci USA. 2009 January 13; 106(2): 387–392.
(PDF)
Topological and geometrical properties of crack patterns produced by the thermal shock
in ceramics
W. Korneta, S. K. Mendiratta, and J. Menteiro
Phys. Rev. E 57, 3142–3152
(PDF, 1415 KB)
Computer Graphics
Constitutive property of the local organization of leaf venation networks
S. Bohn, B. Andreotti, S. Douady, J. Munzinger, Y. Couder.
Physical Review. E, Statistical Physics, Plasmas, Fluids and Related Interdisciplinary Topics, 2002; 65 (6 1)
(PDF, 1021 KB)
The Role of Elastic Stresses on Leaf Venation Morphogenesis.
M. Laguna, S. Bohn, and E. Jagla.
PLoS Computational Biology 4.4 (2008): 1-10.
(PDF, 665 KB)
Images
More Images
On the correlation between sizes and shapes of cells in epithelial mosaics
N. Rivier and A. Lissowski
J. Phys. A: Math. Gen. 15 (1982) L143-Ll48.
(PDF, 362 KB)
Nonlinear Dynamics, Fluid Dynamics, Classical Optics, etc. - Four Sided Domains in Hierarchical Space Dividing Patterns
S. Bohn, S. Douady, Y. Couder.
Physical Review Letters, 2005; 94 (5)
(PDF, 463 KB)
The correlation between cell division and the shapes and sizes of prismatic cells in the epidermis of cucumis
F. T. Lewis
Anatomical Record, 1928; 38 (3): 341-376
(PDF, 1894 KB)
Statistical crystallography: Structure of random cellular networks
N. Rivier
Philosophical Magazine, 1985; 52 (3): 795 – 819
(PDF)
The effect of cell division on the shape and size of hexagonal cells
F. T. Lewis
Anatomical Record, 1926; 33 (5)
(PDF)
Collective dynamics of 'small-world' networks.
J. Watts, S. H. Strogatz.
Nature 393: 440-42 (1998).
(PDF, 273KB)
Exploring complex networks.
S. H. Strogatz.
Nature 410: 268-276 (2001).
(PDF, 589KB)
Random graphs with arbitrary degree distribution and their applications.
M.E.J. Newman, S.H. Strogatz, and D.J. Watts.
Physical Review E 6402 (2): 6118 (2001).
(PDF, 210KB)
On Growth And Form
D'Arcy Thompson
Google Books
For bulk crop instructions, look at attached powerpoint.
