论文标题
整个功能空间的序列空间表示，并在条上快速衰减
Sequence space representations for spaces of entire functions with rapid decay on strips
论文作者
论文摘要
我们获得了整个功能的一类Fréchet空间的序列空间表示，并在水平条上快速衰减。特别是，我们表明投射的Gelfand-Shilov空间$σ^1_ν$和$σ^ν_1$是同构为$λ_{\ infty}（n^{1/（n^{1/（ν+1）}）$ for $ν> 0 $。
We obtain sequence space representations for a class of Fréchet spaces of entire functions with rapid decay on horizontal strips. In particular, we show that the projective Gelfand-Shilov spaces $Σ^1_ν$ and $Σ^ν_1$ are isomorphic to $Λ_{\infty}(n^{1/(ν+1)})$ for $ν> 0$.
