J.L. Juul and S.H. Strogatz. Physical Review E 108, 034308 (2023).
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Surprises in a Classic Boundary-Layer Problem→
/W.A. Clark, M.W. Gomes, A. Rodriguez-Gonzalez, L.C. Stein, and S.H. Strogatz. SIAM Review 65, 291–315 (2023).
Read MoreExploring the Electric Field Around a Loop of Static Charge: Rectangles, Stadiums, Ellipses, and Knots (PDF)→
/M. Lipton, A. Townsend, and S.H. Strogatz. Physical Review Research 4, 033249 (2022).
Read MoreA Global Synchronization Theorem for Oscillators on a Random Graph (PDF)→
/M. Kassabov, S.H. Strogatz, and A. Townsend. Chaos 32, 093119 (2022).
Read MoreAsymptotic Absorption-Time Distributions in Extinction-Prone Markov Processes (PDF)→
/D. Hathcock and S.H. Strogatz. Physical Review Letters 128, 218301 (2022).
Read MoreCoupled Metronomes on a Moving Platform with Coulomb Friction (PDF)→
/G.H. Goldsztein, L.Q. English, E. Behta, H. Finder, A.N. Nadeau, and S.H. Strogatz. Chaos 32, 043119 (2022).
Read MoreModeling the Interplay Between Seasonal Flu Outcomes and Individual Vaccination Decisions (PDF)→
/I. Papst, K.P. O’Keeffe, and S.H. Strogatz. Bulletin of Mathematical Biology 84, 36 (2022).
Read MoreHow a Minority Can Win: Unrepresentative Outcomes in a Simple Model of Voter Turnout (PDF)→
/E. Landgren, J.L. Juul, and S.H. Strogatz. Physical Review E 104, 054307 (2021).
Read MoreBasins with Tentacles→
/Y. Zhang and S.H. Strogatz. Physical Review Letters 127, 194101 (2021).
Read MoreThe Kuramoto Model on a Sphere: Explaining Its Low-Dimensional Dynamics with Group Theory and Hyperbolic Geometry (PDF)→
/M. Lipton, R. Mirollo, and S.H. Strogatz. Chaos 31, 093113 (2021).
Read MoreSufficiently Dense Kuramoto Networks Are Globally Synchronizing (PDF)→
/M. Kassabov, S.H. Strogatz, and A. Townsend. Chaos 31, 073135 (2021).
Read MoreDesigning Temporal Networks that Synchronize under Resource Constraints→
/Y. Zhang and S.H. Strogatz. Nature Communications 12, 3273 (2021).
Read MoreSynchronization of Clocks and Metronomes: A Perturbation Analysis Based on Multiple Timescales (PDF)→
/G.H. Goldsztein, A.N. Nadeau, and S.H. Strogatz. Chaos 31, 023109 (2021).
Read MoreDense Networks That Do Not Synchronize and Sparse Ones That Do (PDF)→
/A. Townsend, M. Stillman, and S.H. Strogatz. Chaos 30, 083142 (2020).
Read MoreDescendant Distributions for the Impact of Mutant Contagion on Networks→
/J.S. Juul and S.H. Strogatz. Physical Review Research 2, 033005 (2020).
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Einstein's boyhood proof of the Pythagorean theorem foreshadows the scientist he later became.
- The New Yorker
November 19, 2015