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David Arends Gieseker (born 23
November 1943 in Oakland, California) is an
American mathematician,
specializing in
algebraic geometry.
Gieseker received his...
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defined by
David Mumford in
Mumford (1963) and
later built upon by
David Gieseker,
Fedor Bogomolov,
Thomas Bridgeland and many others. One of the motivations...
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David Gieseker introduced a
notion of stability,
Gieseker stability,
which shares many
formal properties with
slope stability.
Gieseker stability...
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Hilbert scheme (1963)
Doctoral advisor John
Coleman Moore Oscar Zariski Doctoral students Mei-Chu
Chang Lawrence Ein
David Gieseker Mark
Gross Arthur Ogus...
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particular G d r {\displaystyle G_{d}^{r}} is
empty if ρ < 0).
David Gieseker proved that if C is
generic then G d r {\displaystyle G_{d}^{r}} is...
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Fermionic functional integrals and the
renormalization group, AMS 2002 with D.
Gieseker, Knörrer:
Geometry of
algebraic Fermi curves,
Academic Press 1992 with...
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Retrieved 17
January 2022. Azziz-Baumgartner, Eduardo; Lindblade, Kimberly;
Gieseker, Karen; Rogers,
Helen Schurz; Kieszak, Stephanie; N****au, Henry; Schleicher...
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conjecture for Kähler–Einstein manifolds, and even the
uniformization theorem.
Gieseker stability Slope stability Bridgeland stability K-stability Mumford, D....
- I.:
American Mathematical Society. ISBN 0-8218-2878-9. OCLC 49493166.
Gieseker, D.; Knörrer, Horst; Trubowitz,
Eugene (1992). The
geometry of algebraic...
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Euler characteristics of the
moduli space of
sheaves on X and "count"
Gieseker semistable coherent sheaves with
fixed Chern character on X.
Ideally the...
