
- Annu. Rev. Earth Planet. Sci. 2000. 28:571610 Copyright 2000 by Annual Reviews. All rights reserved
- On the Thermodynamic Formalism for the Farey Map
- MANAGEMENT SCIENCE Vol. 53, No. 7, July 2007, pp. 10361050
- PHYSICAL REVIEW E 83, 056122 (2011) Direct, physically motivated derivation of the contagion condition for spreading processes on
- Optimal Form of Branching Supply and Collection Networks Peter Sheridan Dodds*
- Information cascades on degree-correlated random networks Joshua L. Payne,1,2
- Modeling social interactions: Identification, empirical methods and policy implications
- 2007 by JOURNAL OF CONSUMER RESEARCH, Inc. Vol. 34 December 2007 All rights reserved. 0093-5301/2007/3404-0002$10.00
- Universal Behavior in a Generalized Model of Contagion Peter Sheridan Dodds1,* and Duncan J. Watts2,3,
- An Experimental Study of Search in Global Social Networks
- An experimental study of search in global social networks: Supplementary Online Material
- Geometry of river networks. I. Scaling, fluctuations, and deviations Peter Sheridan Dodds1,2,* and Daniel H. Rothman2,
- Information exchange and the robustness of organizational networks
- Unified view of scaling laws for river networks Peter Sheridan Dodds1,2,
- Journal of Theoretical Biology 232 (2005) 587604 A generalized model of social and biological contagion
- Experimental Study of Inequality and Unpredictability in an Artificial
- Packing-limited growth Peter Sheridan Dodds1,
- Analysis of a threshold model of social contagion on degree-correlated networks Peter Sheridan Dodds1,2,* and Joshua L. Payne2,3,
- Geometry of River Networks Peter Sheridan Dodds
- )i, and (VS )i are the data at
- Geometry of river networks. III. Characterization of component connectivity Peter Sheridan Dodds1,2,
- *Author to whom correspondence should be addressed. E-mail: dodds@alum.mit.edu
- Peter Sheridan Dodds--Curriculum Vitae Email: peter.dodds@uvm.edu
- Geometry of river networks. II. Distributions of component size and number Peter Sheridan Dodds1,2,
- Packing-limited growth of irregular objects Peter Sheridan Dodds1,