For large classes of vorticities we prove that a steady periodic gravity water wave with a monotonic profile between crests and troughs must be symmetric. The analysis uses sharp maximum principles for elliptic partial differential equations
The problem of describing two-dimensional traveling water waves is considered. The water region is o...
We consider a symmetric, steady, and periodic water wave. It is shown that a locally vanishing verti...
AbstractThe two-dimensional free-boundary problem describing steady gravity waves with vorticity on ...
For large classes of vorticities we prove that a steady periodic gravity water wave with a monotonic...
For a large class of vorticities we prove that a steady periodic deep-water wave must be symmetric i...
We prove that steady periodic two-dimensional rotational gravity water waves with a monotone surface...
AbstractWe consider steady symmetric gravity water waves on finite depth with constant vorticity and...
We show that for steady, periodic, and rotational gravity deep-water waves, a monotone surface profi...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
We consider the classical water wave problem described by the Euler equations with a free surface un...
We consider a nontrivial symmetric periodic gravity wave on a current with nondecreasing vorticity. ...
In den vergangenen Jahren wurden zahlreiche Arbeiten publiziert, die die Symmetrie von verschiedenen...
We consider steady periodic water waves with vorticity which propagate over a flat bed with a specif...
AbstractWe construct small-amplitude steady periodic water waves with constant vorticity. Among thes...
The problem of describing two-dimensional traveling water waves is considered. The water region is o...
The problem of describing two-dimensional traveling water waves is considered. The water region is o...
We consider a symmetric, steady, and periodic water wave. It is shown that a locally vanishing verti...
AbstractThe two-dimensional free-boundary problem describing steady gravity waves with vorticity on ...
For large classes of vorticities we prove that a steady periodic gravity water wave with a monotonic...
For a large class of vorticities we prove that a steady periodic deep-water wave must be symmetric i...
We prove that steady periodic two-dimensional rotational gravity water waves with a monotone surface...
AbstractWe consider steady symmetric gravity water waves on finite depth with constant vorticity and...
We show that for steady, periodic, and rotational gravity deep-water waves, a monotone surface profi...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
We consider the classical water wave problem described by the Euler equations with a free surface un...
We consider a nontrivial symmetric periodic gravity wave on a current with nondecreasing vorticity. ...
In den vergangenen Jahren wurden zahlreiche Arbeiten publiziert, die die Symmetrie von verschiedenen...
We consider steady periodic water waves with vorticity which propagate over a flat bed with a specif...
AbstractWe construct small-amplitude steady periodic water waves with constant vorticity. Among thes...
The problem of describing two-dimensional traveling water waves is considered. The water region is o...
The problem of describing two-dimensional traveling water waves is considered. The water region is o...
We consider a symmetric, steady, and periodic water wave. It is shown that a locally vanishing verti...
AbstractThe two-dimensional free-boundary problem describing steady gravity waves with vorticity on ...
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