Matthew K. Cooper

most citedCritical

O (d)

-equivariant biharmonic maps

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

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math.AP2020

Supercritical equivariant biharmonic maps from $R^{5}$ into $S^{5}$

Matthew K. Cooper

We study supercritical $O (d)$ -equivariant biharmonic maps with a focus on $d = 5$ , where $d$ is the dimension of the domain. We give a characterisation of non-trivial equivariant b…

math.AP2013★ 3 cited

Critical $O (d)$ -equivariant biharmonic maps

Matthew K. Cooper

We study $O (d)$ -equivariant biharmonic maps in the critical dimension. A major consequence of our study concerns the corresponding heat flow. More precisely, we prove that blowup o…

Supercritical equivariant biharmonic maps from R5 into S5

Critical O(d)-equivariant biharmonic maps

Supercritical equivariant biharmonic maps from $R^{5}$ into $S^{5}$

Critical $O (d)$ -equivariant biharmonic maps