On the dynamics of fine structure

Mathematics

• Model 25%
• Energy 20%
• Minimizing Sequences 19%
• Dissipate 11%
• Phase Transformation 11%
• Integro-partial Differential Equations 11%
• Infinite Dimensional Dynamical System 10%
• Viscoelasticity 9%
• Microstructure 8%
• Energy Function 8%
• Asymptotics of Solutions 8%
• Global Minimum 8%
• Potential Function 8%
• Large Set 8%
• Long-time Behavior 8%
• Existence and Uniqueness Results 8%
• Mechanical Systems 7%
• Dynamical Behavior 7%
• Stationary Solutions 7%
• Equations of Motion 7%
• Nonlinear Partial Differential Equations 7%
• Averaging 7%
• Global Solution 7%
• Extremes 6%
• Global Existence 6%
• Smoothness 6%
• Unstable 6%
• Gradient 5%
• Tend 5%
• Dynamical system 5%
• Infinity 5%
• Converge 4%
• Term 4%

Engineering & Materials Science

• Partial differential equations 15%
• Dynamical systems 12%
• Potential energy functions 12%
• Viscoelasticity 9%
• Potential energy 8%
• Phase transitions 7%
• Equations of motion 7%
• Microstructure 5%