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島根大学理学部紀要 Volume 12
published_at 1978-12-20
ある種の曲面上の同変直線束について
On Equivariant Line Bundles over Some Surfaces
Matsunaga Hiromichi
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In §1 it is proved that each member of the complex analytic family of K3-surfaces in [5]-I admits a canonical involution. The structure of the group of C^*-line bundles over some Hopf surfaces is analyzed in §2, and some principal C-bundles over the projective line are treated.
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