S
Steven H. Strogatz
Researcher at Cornell University
Publications - 227
Citations - 92888
Steven H. Strogatz is an academic researcher from Cornell University. The author has contributed to research in topics: Josephson effect & Kuramoto model. The author has an hindex of 79, co-authored 219 publications receiving 85750 citations. Previous affiliations of Steven H. Strogatz include Boston College & Purdue University.
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Complex systems: Romanesque networks.
TL;DR: A new analysis of ‘Scale-free’ networks, in which nodes are partitioned into boxes of different sizes, reveals that they share the surprising feature of self-similarity, which may help explain how the scale-free property of such networks arises.
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Whirling modes and parametric instabilities in the discrete Sine-Gordon equation: Experimental tests in Josephson rings.
TL;DR: Numerical simulations indicate that complex spatiotemporal behavior occurs past the onset of instability in the damped driven discrete sine-Gordon equation, showing that whirling periodic solutions undergo parametric instabilities at certain drive strengths.
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Comparative Analysis of Networks of Phonologically Similar Words in English and Spanish
TL;DR: A comparative analysis of the island constituents of Spanish and English showed that Spanish words in the islands tended to be phonologically and semantically similar to each other, but English wordsIn conclusion, this analysis yielded hypotheses about language processing that can be tested with psycholinguistic experiments, and offer insight into cross-language differences in processing.
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Stability, instability and chaos: An introduction to the theory of nonlinear differential equations: P. Glendinning, Cambridge University Press, Cambridge, UK, 1994. $69.96 (cloth), $29.95 (paper), 388 pp.
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Singular unlocking transition in the Winfree model of coupled oscillators.
TL;DR: It is confirmed that the bifurcation curve becomes singular for a continuum uniform distribution, yet find that it remains well behaved for any finite N , suggesting that the continuum limit is responsible for the singularity.