Pages that link to "Item:Q1005154"

The following pages link to Asymptotic compactness and attractors for phase-field equations in \(\mathbb R^{3}\) (Q1005154):

Displaying 8 items.

• Asymptotic behaviour of a phase-field model with three coupled equations without uniqueness (Q1022942) (← links)
• Universal attractor and inertial sets for the phase field model (Q1190647) (← links)
• Global attractor and omega-limit sets structure for a phase-field model of thermal alloys (Q1926146) (← links)
• Filippov-Pliss lemma and \(m\)-dissipative differential inclusions (Q2393056) (← links)
• An attractor of a semiflow generated by a system of phase-field equations without the uniqueness of a solution (Q2739637) (← links)
• RECENT DEVELOPMENTS IN DYNAMICAL SYSTEMS: THREE PERSPECTIVES (Q3065774) (← links)
• Attractors of Multivalued Dynamical Processes Generated by Phase-Field Equations (Q4655497) (← links)
• Global \(\varphi\)-attractor for a modified 3D Bénard system on channel-like domains (Q5891208) (← links)