The Dirac Equation with an Anomalous Magnetic Moment.
The laplacian operator on a Riemann surface
The laplacian operator on a Riemann surface, II
The laplacian operator on a Riemann surface, III
The motion of a fluid in an open channel
We consider a free boundary value problem for a viscous, incompressible fluid contained in an uncovered three-dimensional rectangular channel, with gravity and surface tension, governed by the Navier-Stokes equations. We obtain existence results for the linear and nonlinear time-dependent problem. We analyse the qualitative behavior of the flow using tools of bifurcation theory. The main result is a Hopf bifurcation theorem with -symmetry.
The sine-cosine method for the Davey-Stewartson equations.
The wave equation approach to an inverse eigenvalue problem for an arbitrary multiply connected drum in with Robin boundary conditions.