5 citations · 6 across the 10 of their papers we have counts for
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Maximum rank of a Legendrian web
Joe S. Wang
We propose the Legendrian web in a contact three manifold as a second order generalization of the planar web. An Abelian relation for a Legendrian web is analogously defined as an…
Degree 3 algebraic minimal surfaces in the 3-sphere
Joe S. Wang
We give a local analytic characterization that a minimal surface in the 3-sphere $\, \ES^3 \subset \R^4$ defined by an irreducible cubic polynomial is one of the Lawson's minimal t…
Projectively deformable Legendrian surfaces
Joe S. Wang
Consider an immersed Legendrian surface in the five dimensional complex projective space equipped with the standard homogeneous contact structure. We introduce a class of fourth or…
On Gronwall conjecture
Joe S. Wang
Gronwall conjecture states that a planar 3-web which admits more than one distinct linearization is locally equivalent to an algebraic web. We give a partial answer to the conjectu…