activity
20082021
most citedSelf-Intersecting Periodic Curves in the Plane

1 citations · 3 across the 7 of their papers we have counts for

collaborators

7 papers

math.AP2021

Traveling water waves -- the ebb and flow of two centuries

Susanna V. Haziot, Vera Mikyoung Hur, Walter Strauss +4

This survey covers the mathematical theory of steady water waves with an emphasis on topics that are at the forefront of current research. These areas include: variational characte…

math.AP2021

Path-Connectedness in Global Bifurcation Theory

J. F. Toland

A celebrated result in bifurcation theory is that global connected sets of non-trivial solutions bifurcate from trivial solutions at non-zero eigenvalues of odd algebraic multiplic…

math.AP2020

A Proof of Hélein's Conjecture on Boundedness of Conformal Factors when n=3

P. I. Plotnikov, J. F. Toland

For smooth mappings of the unit disc into the oriented Grassmannian manifold , Hélein (2002) conjectured the global existence of Coulomb frames with bounded confor…

math.FA2018★ 1 cited

Localizing Weak Convergence in

J F Toland

In a general measure space , a characterization of weakly null sequences in () in terms of their pointwise beha…

math.DG2010★ 1 cited

Self-Intersecting Periodic Curves in the Plane

J Howie, J F Toland

Suppose a smooth planar curve is -periodic in the direction and the length of one period is . It is shown that if self-intersects, then it has a segment of le…

math.AP2008

Bifurcation and Secondary Bifurcation of Heavy Periodic Hydroelastic Travelling Waves

Pietro Baldi, John F Toland

The paper deals with a problem of interaction between hydrodynamics and mechanics of nonlinear elastic bodies. The existence question for two-dimensional symmetric steady waves tra…