Rational Integer Invariants of Regular Cyclic Actions

[摘要] Let $gcolon M^{2n}ightarrow M^{2n}$ be a smooth map of period $m>2$ whichpreserves orientation. Suppose that the cyclic action defined by $g$ is regularand that the normal bundle of the fixed point set $F$ has a $g$-equivariantcomplex structure. Let $Fpitchfork F$ be the transverse self-intersection of$F$ with itself. If the $g$-signature $Sign (g,M)$ is a rational integer and$n

[学科分类] 数学（综合）

[关键词] Bloch space;little Bloch space;$BMOA$;$VMOA$;$Q_p$ spaces;composition operator;compact operator;essential norm