MSRI- Dispersive Partial Differential Equations

  1. Title:
    On the uniqueness of solutions to the Gross-Pitaevskii hierarchy

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  2. Title:
    Derivation of the NLS from quantum many body systems

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  3. Title:
    Dispersive Quantization and the Talbot eect.

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  4. Title:
    Normal form methods and nonlinear smoothing on T.

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  5. Title:
    Local Well-Posedness for rough data. The Xs;b function space.

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  6. Title:
    The periodic KdV. Periodic Strichartz estimates.

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  7. Title:
    The restricted norm method of Bourgain continued. Local and global well posedness in L2(R).

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  8. Title:
    The restricted norm method of Bourgain.

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  9. Title:
    The Keing-Ponce-Vega method on R.

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  10. Title:
    The initial value problem for the KdV equation. The energy method

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  11. Title:
    Scattering in the energy space for the energy sub-critical problem. Scattering in other spaces.

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  12. Title:
    The focusing NLS. Blow-up of solutions. A criteria for the existence of global-in-time solutions

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  13. Title:
    Interaction Morawetz estimates

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  14. Title:
    The defocusing NLS. Introduction to energy scattering. Virial Identities

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  15. Title:
    Local well-posedness for the energy subcritical problem in the energy space

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  16. Title:
    Local well-posedness for smooth solutions

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  17. Title:
    Intro to NLS: what is a solution; symmetries of the NLS

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  18. Title:
    Strichartz estimates

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  19. Title:
    What is a dispersive PDE. The fundamental solution to the linear Schrodinger equation. Dispersive estimates

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