论文标题
相对低能空间的完整度量拓扑
A complete metric topology on relative low energy spaces
论文作者
论文摘要
在本文中，我们表明规定的奇异性情况下的低能空间$ \ MATHCAL {E}_ψ（x，θ，ϕ）$具有完全可分配的自然拓扑。该拓扑在容量上比收敛强。
In this paper, we show that the low energy spaces in the prescribed singularity case $\mathcal{E}_ψ(X,θ,ϕ)$ have a natural topology which is completely metrizable. This topology is stronger than convergence in capacity.
