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
This paper studies periodic traveling gravity waves at the free surface of water in a flow of consta...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
The purpose of this paper is to present some recent advances in the study of water waves with vortic...
For large classes of vorticities we prove that a steady periodic gravity water wave with a monotonic...
We prove that steady periodic two-dimensional rotational gravity water waves with a monotone surface...
We consider a nontrivial symmetric periodic gravity wave on a current with nondecreasing vorticity. ...
We consider the classical water wave problem described by the Euler equations with a free surface un...
We show that for steady, periodic, and rotational gravity deep-water waves, a monotone surface profi...
For a large class of vorticities we prove that a steady periodic deep-water wave must be symmetric i...
We consider a symmetric, steady, and periodic water wave. It is shown that a locally vanishing verti...
In den vergangenen Jahren wurden zahlreiche Arbeiten publiziert, die die Symmetrie von verschiedenen...
We consider steady symmetric gravity water waves on finite depth with constant vorticity and a monot...
Given a steady and symmetric deep-water wave we prove that the surface profile and the vorticity dis...
We prove the existence of steady periodic capillary water waves on flows with arbitrary vorticity di...
Given a steady and symmetric deep-water wave we prove that the surface profile and the vorticity dis...
This paper studies periodic traveling gravity waves at the free surface of water in a flow of consta...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
The purpose of this paper is to present some recent advances in the study of water waves with vortic...
For large classes of vorticities we prove that a steady periodic gravity water wave with a monotonic...
We prove that steady periodic two-dimensional rotational gravity water waves with a monotone surface...
We consider a nontrivial symmetric periodic gravity wave on a current with nondecreasing vorticity. ...
We consider the classical water wave problem described by the Euler equations with a free surface un...
We show that for steady, periodic, and rotational gravity deep-water waves, a monotone surface profi...
For a large class of vorticities we prove that a steady periodic deep-water wave must be symmetric i...
We consider a symmetric, steady, and periodic water wave. It is shown that a locally vanishing verti...
In den vergangenen Jahren wurden zahlreiche Arbeiten publiziert, die die Symmetrie von verschiedenen...
We consider steady symmetric gravity water waves on finite depth with constant vorticity and a monot...
Given a steady and symmetric deep-water wave we prove that the surface profile and the vorticity dis...
We prove the existence of steady periodic capillary water waves on flows with arbitrary vorticity di...
Given a steady and symmetric deep-water wave we prove that the surface profile and the vorticity dis...
This paper studies periodic traveling gravity waves at the free surface of water in a flow of consta...
Abstract: This thesis consists of four papers related to various aspects of steady water waves. Pape...
The purpose of this paper is to present some recent advances in the study of water waves with vortic...
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