树型端点四维流形上的ASD模空间
ASD moduli spaces over four-manifolds with tree-like ends
摘要：
本文构造了Casson柄上的黎曼度量和权函数.我们证明了相应的Atiyah-Hitchin-Singer复形是某类有界型Casson柄的Fredholm复形。利用这些性质，我们构造了类中Casson柄上的有限维光滑流形的Yang-Mills模空间.
英文摘要：
In this paper we construct Riemannian metrics and weight functions over Casson handles. We show that the corresponding Atiyah-Hitchin-Singer complexes are Fredholm for some class of Casson handles of bounded type. Using these, the Yang-Mills moduli spaces are constructed as finite dimensional smooth manifolds over Casson handles in the class.
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