Glassy transition and aging in a model without disorder.

Keywords

Ergodicity, Spin glass, Coupling (piping), Statistical physics, Condensed matter physics

References

• Physical aging in amorphous polymers and other materialsL. C. E. Struik — 1978
• Monte Carlo and molecular dynamics simulations in polymer scienceKurt Binder — 1995
• Recent Progress In Random Magnets1992

Cited by

• The p-spin spherical spin glass modelAlain Barrat — 1997
• Glasses and replicasMarc Mézard, Giorgio Parisi — 2009
• Relaxational processes and entropic traps in the Backgammon modelSilvio Franz, Felix Ritort — 1996
• A mean-field hard-spheres model of glassLeticia F. Cugliandolo, Jorge Kurchan, R. Monasson — 1995
• LETTER TO THE EDITOR: Dynamics within metastable states in a mean-field spin glassAlain Barrat, Raffaella Burioni, Marc Mézard — 1995
• Self-consistent screening approximation for critical dynamicsMatteo Campellone, Jean-Philippe Bouchaud — 1996
• Kinetically driven glassy transition in an exactly solvable toy model with a reversible mode coupling mechanism and trivial staticsBongsoo Kim, Kyozi Kawasaki — 2001
• Aging and Effective Temperatures in the Low Temperature Mode-Coupling Equations*)Leticia F. Cugliandolo, Jorge Kurchan — 1996
• A tentative replica study of the glass transitionMarc Mézard, Giorgio Parisi — 1996
• Long time behaviour of the solution to non-linear Kraichnan equationsAlice Guionnet, Christian Mazza — 2004
• Coherent spin oscillations in bulk GaAs at room temperatureP. E. Hohage, G. Bacher, D. Reuter — 2006
• Mean-field glass transition in a model liquid.Vladimir Dotsenko, G. Blatter — 2005
• Supersymmetric field theory of a nonequilibrium stochastic system as applied to disordered heteropolymersA. I. Olemskoĭ — 2001
• Heterogeneities and local fluctuations in glassy systemsLeticia F. Cugliandolo — 2003
• Distribution of attraction basins in a family of simple glassesP Chandra, L B Ioffe — 1999
• How do glassy domains grow?Saroj Kumar Nandi, Sriraṁ Ramaswamy — 2012
• From Spin Glasses to GlassesJ. P. Bouchaud, Marc Mézard — 1996
• Random-field p-spin-glass model on regular random graphsYoshiki Matsuda, Hidetoshi Nishimori, Lenka Zdeborová — 2011
• EFFECTIVE POTENTIAL IN GLASSY SYSTEMS : THEORY AND SIMULATIONSSilvio Franz, Giorgio Parisi — 1997
• DYNAMICAL SOLUTION OF A MODEL WITHOUT ENERGY BARRIERSSilvio Franz, Félix Ritort — 1995

Related papers

• Polymer Relaxation Time Enhancement at Temperatures above Glass Transition Temperatures Predicted by Idealized Mode-Coupling TheoryMitsuru Ishikawa, Keita Matsumoto, Tomoya Yamazaki — 2022
• Polymer Relaxation Time Enhancement at Temperatures above Glass Transition Temperatures Predicted by Idealized Mode-Coupling TheoryMitsuru Ishikawa, Keita Matsumoto, Tomoya Yamazaki — 2022
• On Phase Diagrams of the Extended Mean Field Model for Spin Glasses –Mean Field Description of Random Network Model for Spin Glass-Ferromagnetic Systems–Hajime Takayama — 1992
• On the mean field theory of spin glassesK. D. Usadel, H.-J. Sommers — 1978
• Self-averaging correlation functions in the mean field theory of spin glassesMarc Mézard, Giorgio Parisi — 1984
• Dynamic Mean-Field Theory of a Slowly Cooled Spin GlassH. Horner — 1986
• Dynamic mean field theory of the SK spin glassH. Horner — 1987
• Thermodynamic properties of concentrated spin glasses: A cluster mean-field theoryCostas M. Soukoulis — 1978