43 citations · 229 across the 45 of their papers we have counts for
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math.DG2021
Bi-eigenmaps and biharmonic submanifolds in a sphere
Ye-Lin Ou
In this note, we classify biharmonic submanifolds in a sphere defined by bi-eigenmaps () or buckling eigenmaps (). We then classify biharmonic bi-eigenmaps an…
math.DG2021
Some classifications of conformal biharmonic and k-polyharmonic maps
Ye-Lin Ou
We give a complete classification of local and global conformal biharmonic maps between any two space forms by proving that a conformal map between two space forms is proper biharm…