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Physical Review. E|September 18, 2020
Universality class for a nonequilibrium state of matter: A d=4-ε expansion study of Malthusian flocksLeiming Chen, Chiu Fan Lee, John Toner
Physical Review Letters|August 29, 2014
Live soap: stability, order, and fluctuations in apolar active smecticsTapan Chandra Adhyapak, Sriram Ramaswamy, John Toner
Nature Communications|July 26, 2016
Mapping two-dimensional polar active fluids to two-dimensional soap and one-dimensional sandblastingLeiming Chen, Chiu Fan Lee, John Toner
Physical Review. E|May 16, 2026
Only the ambidextrous can flock: Two-dimensional chiral Malthusian flocks, time cholesterics, and the Kardar-Parisi-Zhang equationLeiming Chen, Chiu Fan Lee, John Toner
Physical Review Letters|September 11, 2020
Moving, Reproducing, and Dying Beyond Flatland: Malthusian Flocks in Dimensions d>2Leiming Chen, Chiu Fan Lee, John Toner
Physical Review Letters|February 21, 2006
Squeezing superfluid from a stone: coupling superfluidity and elasticity in a supersolidAlan T Dorsey, Paul M Goldbart, John Toner
Physical Review Letters|August 7, 2007
Disordering to order: de Vries behavior from a Landau theory for smectic phasesKarl Saunders, Daniel Hernandez, Staci Pearson, et al.
Physical Review Letters|June 3, 2022
Susceptibility of Polar Flocks to Spatial AnisotropyAlexandre Solon, Hugues Chaté, John Toner, et al.
Physical Review Letters|May 23, 2020
Darcy's Law without Friction in Active Nematic RheologyFraser Mackay, John Toner, Alexander Morozov, et al.
Physical Review. E|June 20, 2019
Statistical mechanics of asymmetric tethered membranes: Spiral and crumpled phasesTirthankar Banerjee, Niladri Sarkar, John Toner, et al.
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