Two-bubble dynamics for the equivariant wave maps equation

A one-dimensional intermittent numerical model of transport has been developed to describe the global evolution of the concentration distribution C(z, t ) in the vertical direction

We prove that for a sequence of times, they decompose as a sum of decoupled harmonic maps in the light cone, and a smooth wave map (in the blow up case) or a linear scattering term

We now report numerical results for initial boundary-value problem for the wave equation (2.1) using piecewise linear finite elements in space) and Newmark scheme with non-uniform

An example of the weakly nonlinear bubble shapes of the periodic orbits near the H2 point is shown in figure 6; in this case, the underlying steady state is asymmetric.. The

The results of tests on samples obtained commercially had indicated that the increased subsoil stresses would be in the range slightly above the

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In non-monotone environments where the NP predicate is true of more than one (plural) object, we correctly predict a presupposition failure, whereas Sharvy/Link predict that

More precisely, we wish to reconstruct an obstacle characterized by a Dirichlet boundary condition from lateral Cauchy data given on a subpart of the boundary of the domain and over