Fields- Winter 2015 Workshop on Algebraic Varieties

  1. Title:
    Towards a compactification of the moduli space of K3 surfaces of degree two
    Speaker:
    Alan Thompson

    Link:
    https://video-archive.fields.utoronto.ca/view/3492

  2. Title:
    The geometry of Landau–Ginzburg models
    Speaker:
    Andrew Harder

    Link:
    https://video-archive.fields.utoronto.ca/view/3493

  3. Title:
    Arithmetic with generalized Borcea-type Calabi–Yau threefolds
    Speaker:
    Alex Molnar

    Link:
    https://video-archive.fields.utoronto.ca/view/3494

  4. Title:
    Sheaves on root toric stacks and cyclic quiver varieties
    Speaker:
    Francesco Sala

    Link:
    https://video-archive.fields.utoronto.ca/view/3495

  5. Title:
    Update on automorphy of Calabi–Yau threefolds
    Speaker:
    Noriko Yui

    Link:
    https://video-archive.fields.utoronto.ca/view/3496

  6. Title:
    Quantization on hyperk¨ahler and multisymplectic manifolds
    Speaker:
    Tatyana Barron

    Link:
    https://video-archive.fields.utoronto.ca/view/3497

  7. Title:
    Counting points via Frobenius on twisted D-modules
    Speaker:
    Andrija Perunicic

    Link:
    https://video-archive.fields.utoronto.ca/view/3498

  8. Title:
    Nodal rational curves and a going-up theorem for K-theory induced normal functions
    Speaker:
    James Lewis

    Link:
    https://video-archive.fields.utoronto.ca/view/3499