A mode-coupling theory for active glasses finds that the aging exponent δ decreases with self-propulsion force f0 while depending on persistence time τp in a manner set by the modified critical point λC.
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3 Pith papers cite this work, alongside 15 external citations. Polarity classification is still indexing.
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cond-mat.soft 3years
2026 3verdicts
UNVERDICTED 3representative citing papers
Perspective article outlines a roadmap using active Hamiltonian models to explain enhanced Mermin-Wagner-Hohenberg fluctuations and activity-oscillatory shear correspondence in dense active matter.
Bacterial populations exhibit active gas, liquid, glass, and liquid crystal phases that differ from equilibrium thermal counterparts, with implications for physics and biology.
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Mode-coupling theory for aging in active glasses: relaxation dynamics and evolution towards steady state
A mode-coupling theory for active glasses finds that the aging exponent δ decreases with self-propulsion force f0 while depending on persistence time τp in a manner set by the modified critical point λC.
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Perspective: The Physics of Active Solids -- From Hamiltonians to Active Matter Models
Perspective article outlines a roadmap using active Hamiltonian models to explain enhanced Mermin-Wagner-Hohenberg fluctuations and activity-oscillatory shear correspondence in dense active matter.
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Various phases of active matter emerging from bacteria and their implications
Bacterial populations exhibit active gas, liquid, glass, and liquid crystal phases that differ from equilibrium thermal counterparts, with implications for physics and biology.