Proceedings of the Third Midwest Algebraic Geometry Conference held at the University of Michigan, Ann Arbor, USA, November 14-15, 1981 Herausgegeben:Dolgachev, I.
Proceedings of the Third Midwest Algebraic Geometry Conference held at the University of Michigan, Ann Arbor, USA, November 14-15, 1981 Herausgegeben:Dolgachev, I.
On the geometry of elliptic modular surfaces and representations of finite groups.- On the rationality of certain moduli spaces related to curves of genus 4.- A construction of special space curves.- Springer fibres with non-ample normal bundles.- The invariants of liaison.- On ¿le coverings of the affine space.- On supersingular abelian varieties.- Platonic solids, Kleinian singularities, and Lie groups.
On the geometry of elliptic modular surfaces and representations of finite groups.- On the rationality of certain moduli spaces related to curves of genus 4.- A construction of special space curves.- Springer fibres with non-ample normal bundles.- The invariants of liaison.- On ¿le coverings of the affine space.- On supersingular abelian varieties.- Platonic solids, Kleinian singularities, and Lie groups.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
On the geometry of elliptic modular surfaces and representations of finite groups.- On the rationality of certain moduli spaces related to curves of genus 4.- A construction of special space curves.- Springer fibres with non-ample normal bundles.- The invariants of liaison.- On étale coverings of the affine space.- On supersingular abelian varieties.- Platonic solids, Kleinian singularities, and Lie groups.
On the geometry of elliptic modular surfaces and representations of finite groups.- On the rationality of certain moduli spaces related to curves of genus 4.- A construction of special space curves.- Springer fibres with non-ample normal bundles.- The invariants of liaison.- On étale coverings of the affine space.- On supersingular abelian varieties.- Platonic solids, Kleinian singularities, and Lie groups.
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