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Exponential Estimates for Eigenfunctions of Matrix EllipticDifferential Operators and Limit Operators

机译:矩阵椭圆微分算子和极限算子本征函数的指数估计

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摘要

The basic goal of this paper is to derive exponentialestimates for eigenfunctions of matrix elliptic differential operators on . We show that these estimates are related to the essential spectra of differential operators from some family depending on the original operator and an exponential weight describing the behavior of the eigenfunctions at infinity. The essential spectrum is described using limit operators.
机译:本文的基本目标是推导出矩阵椭圆微分算子本征函数的指数估计。我们表明,这些估计与一些算子的基本谱有关,这些算子取决于原始算子,以及描述无穷大本征函数行为的指数权重。使用极限算符描述基本频谱。

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