By Kayo Masuda,Hideo Kojima,Takashi Kishimoto
The current quantity grew out of a world convention on affine algebraic geometry held in Osaka, Japan in the course of 3–6 March 2011 and is devoted to Professor Masayoshi Miyanishi at the social gathering of his seventieth birthday. It comprises sixteen refereed articles within the components of affine algebraic geometry, commutative algebra and comparable fields, that have been the operating fields of Professor Miyanishi for nearly 50 years. Readers could be capable of finding contemporary developments in those components too. the subjects comprise either algebraic and analytic, in addition to either affine and projective, difficulties. the entire effects handled during this quantity are new and unique which as a result will offer clean learn difficulties to discover. This quantity is appropriate for graduate scholars and researchers in those areas.
- Acyclic Curves and team activities on Affine Toric Surfaces (Ivan Arzhantsev and Mikhail Zaidenberg)
- Hirzeburch Surfaces and Compactifications of ℂ2 (M Furushima and A Ishida)
- Cyclic a number of Planes, Branched Covers of Sn and as a result of the D L Goldsmith (R V Gurjar)
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Extra resources for Affine Algebraic Geometry
Affine Algebraic Geometry by Kayo Masuda,Hideo Kojima,Takashi Kishimoto