Oscillations in one-dimensional elasticity with surface energy
boundary conditions, convergent boundaries, dental calculus, embeddings, interpolation, partial differential equations, perceptron convergence procedure, surface energy, wave propagation
The characterization of the oscillatory behavior of solutions of a semilinear equation in one space dimension is obtained. In this work the model equation for a material undergoing a phase transition encompasses a surface energy term and first-order memory effects.
Quarterly of Applied Mathematics