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    • Nonequilibrium dynamics of phase transitions.

    • Nonequilibrium dynamics of phase transitions.
    • Phase transformations (Statistical physics) -- Mathematical models. ; Differential equations Nonlinear -- Numerical solutions. ; Nonequilibrium thermodynamics -- Mathematical models. ; Mathematical physics.
    • Phase transitions occur in such diverse and important systems as ferromagnets, liquid crystals and the early Universe. The dynamics of phase transitions such as these have been studied for decades, but the analytical models still need a great deal...
    • Analytical and numerical studies of coherent field configurations.

    • Analytical and numerical studies of coherent field configurations.
    • Phase transformations (Statistical physics) -- Mathematical models. ; Nonlinear systems -- Mathematical models. ; Bubbles -- Mathematical models.
    • Motivated by the goal of investigating the dynamics of the electroweak phase transition in the early Universe, a study of dynamical aspects of nonlinear field-theoretical systems is performed. Symmetric and asymmetric double-well potentials in the...
    • Nonequilibrium dynamics of emergent field configurations.

    • Nonequilibrium dynamics of emergent field configurations.
    • Nonequilibrium thermodynamics -- Mathematical models. Fluctuations (Physics) -- Mathematical models. Phase transformations (Statistical physics) -- Mathematical models. Configurations.
    • The processes by which nonlinear physical systems approach thermal equilibrium is of great importance in many areas of science. Central to this is the mechanism by which energy is transferred between the many degrees of freedom comprising these...

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