摘要:
若算子T有σ(T)\σw(T)π00(T)成立,则称T满足Browder定理, 其中σ(T)和σw(T)分别表示算子T的谱和Weyl谱, 且π00(T)={λ∈isoσ(T),0
史维娟,曹小红*. Weyl定理的稳定性的判定[J]. J4, 2012, 47(4): 24-27.
SHI Wei-juan, CAO Xiao-hong*. Judgement for the stability of Weyl′s theorem[J]. J4, 2012, 47(4): 24-27.