An exact solution for geophysical equatorial edge waves over a sloping beach - IOPscience
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We use bifurcation theory to construct small periodic gravity stratified water waves with
density which depends linearly upon the pseudostream function. As a special feature the …

We study steady periodic water waves with variable vorticity and density, where we allow for
stagnation points in the flow, and where we admit the capillarity effects of surface tension …

We prove the existence of small steady periodic capillary-gravity water waves for stratified
flows, where we allow for stagnation points in the flow. We establish the existence of both …

We consider steady periodic water waves with vorticity which propagate over a flat bed with
a specified fixed mean-depth d> 0. Following a novel reformulation of the governing …

We consider steady periodic water waves for rotational flows with a specified fixed depth
over a flat bed. We construct a modified height function, which explicitly introduces the mean …

The aim of this paper is to prove real analytic properties of all streamlines of two‐
dimensional steady rotational gravity water waves in two‐layer flows. Provided that there are …

For capillary-gravity water waves with vorticity, in the absence of stagnation points, we prove
that if the vorticity function has a Hölder continuous derivative then the free surface will be …

We study the a priori symmetry of periodic gravity water waves with arbitrarily many crests
and troughs, and general vorticity distributions. We show that if all the streamlines achieve …

In this paper we prove regularity results for steady periodic stratified water waves, where we
allow for the effects of surface tension. Our results concern stratified water waves, without …