GANG Seminars | Fall 1997
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12 Dec 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles IX
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5 Dec 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles VIII
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24 Nov 1997 (Monday)
- George Kamberov, Washington/St.Louis
- Quadratic Differentials and Conformal Surfaces
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21 Nov 1997 (Friday)
- Margaret Symington, UTexas/Austin
- Symplectic Surgeries in dimension 4
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14 Nov 1997 (Friday)
- Frank Baginski, George Washington
- Global Spherical Parametrizations of Complete
Minimal Surfaces
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6 Nov 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles VIII
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3 Nov 1997 (Monday)
- Lorenzo Nicolodi, University of Rome I
- Surfaces in Laguerre geometry: Isothermic and
Willmore surfaces
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31 Oct 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles VII
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29 Oct 1997 (Wednesday)
- Lorenzo Nicolodi, University of Rome I
- Laguerre geometry: An introduction
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17 Oct 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles VI
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10 Oct 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles V
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3 Oct 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles IV
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29 Sept 1997 (Monday 10:00 am)
- Jason Cantarella, UPenn
- DNA, Differential Geometry, and the Crab Nebula:
- Spectral Geometries for Writhe and Helicity
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26 Sept 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles over Riemann surfaces III
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19 Sept 1997 (Friday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles over Riemann surfaces II
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17 Sept 1997 (Wednesday)
- Hippolyte Lazard-Holly, Paris
- Classification of embedded doubly-periodic minimal
- surfaces of genus 0
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15 Sept 1997 (Monday)
- Konrad Voss, ETH-Zuerich
- On isothermic surfaces
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12 Sept 1997 (Friday)
- Hippolyte Lazard-Holly, Paris
- Algebraic structures of the space of 0 genus
- doubly-periodic minimal surfaces
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8 Sept 1997 (Monday)
- Franz Pedit, UMass/Amherst
- Quaternionic line bundles over Riemann surfaces I
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5 Sept 1997 (Friday)
- Ying Shen, Dartmouth College
- A new Myers-type theorem & its applications in
Riemannian
- & Lorentz geometry