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On the pseudospectra of multidimensional integral operators with homogeneous kernels of degree -n

机译:具有n次齐次核的多维积分算子的伪谱

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摘要

We study the limit behavior of the spectral characteristics of truncated multidimensional integral operators whose kernels are homogeneous of degree -n and invariant under the rotation group SO(n). We prove that the limit of the ε-pseudospectra of the truncated operators K_τ as τ → 0 is equal to the union of the ε-pseudospectra of the original operator K and the "transposed" operator K-tilde.
机译:我们研究了旋转群SO(n)下截断的多维积分算子的频谱特性的极限行为,该算子的核是度为n且是不变的。我们证明截断算子K_τ的ε-伪谱的极限为τ→0等于原始算子K和“转置”算子K-tilde的ε-伪谱的并集。

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