Proves global well-posedness of quintic NLS on T for H^s data with s > 1/3, improving the prior bound of s > 2/5.
A refined global well-posedness result for S chr \"o dinger equations with derivative
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Global well--posedness for the mass--critical nonlinear Schr{\"o}dinger equation on $\mathbb{T}$
Proves global well-posedness of quintic NLS on T for H^s data with s > 1/3, improving the prior bound of s > 2/5.