Gigliola Staffilani
| birth_place = | nationality = | fields = Mathematics | workplaces = | alma_mater = University of Chicago | doctoral_advisor = Carlos Kenig | thesis_title = The initial value problem for some dispersive differential equations | thesis_year = 1995 | doctoral_students = | known_for = | awards = | website = }}Gigliola Staffilani (born March 24, 1966) is an Italian-American mathematician who works as the Abby Rockefeller Mauze Professor of Mathematics at the Massachusetts Institute of Technology. Her research concerns harmonic analysis and partial differential equations, including the Korteweg–de Vries equation and Schrödinger equation. Provided by Wikipedia
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Sharp Strichartz estimates for some variable coefficient Schrödinger operators on R×T<sub>2</sub> by Serena Federico, Gigliola Staffilani
Published 2022-06-01
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Regularity bounds on Zakharov system evolutions by James Colliander, Gigliola Staffilani
Published 2002-08-01
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Global well-posedness for KdV in Sobolev spaces of negative index by James Colliander, M. Keel, Gigliola Staffilani, Hideo Takaoka, T. Tao
Published 2001-04-01
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On long time dynamic and singularity formation of NLS by Fan, Chenjie.
Published 2017Other Authors: “…Gigliola Staffilani.…”
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Estimates for solutions to the Dysthe equation and numerical simulations of walking droplets in harmonic potentials by Kurianski, Kristin Marie-Dettmers.
Published 2019Other Authors: “…Gigliola Staffilani.…”
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Bounds on the growth of high Sobolev norms of solutions to nonlinear Schrödinger equations by Sohinger, Vedran
Published 2011Other Authors: “…Gigliola Staffilani.…”
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Nonlinear dispersive equations with random initial data by Mendelson, Dana Sydney
Published 2015Other Authors: “…Gigliola Staffilani.…”
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