D. Pollack

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19942019

most citedInitial data engineering

114 citations · 456 across the 23 of their papers we have counts for

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math.AP2009

The Cauchy problem for Schrödinger flows into Kähler manifolds

Carlos Kenig, Tobias Lamm, Daniel Pollack +2

We prove local well-posedness of the Schrödinger flow from $R^{n}$ into a compact K\{"a}hler manifold $N$ with initial data in $H^{s + 1} (R^{n}, N)$ for $s \geq n /2 + 4$ .

math.AP2005★ 6 cited

The Cauchy problem for Schrodinger flows into Kahler manifolds

Carlos Kenig, Daniel Pollack, Gigliola Staffilani +1

This paper has been withdrawn by the authors.