论文标题
非自我辅助狄拉克操作员的假元素
Pseudomodes for non-self-adjoint Dirac operators
论文作者
论文摘要
根据无穷大街区的复合价值电磁电位的行为，构建了对应于大型伪类化值的一维dirac操作员的伪模。这是第一种系统的非隔离古典方法，它在获得最佳条件和结论以及涵盖包括超元素的一系列先前无法接触的电位方面取得了重大进展。
Depending on the behaviour of the complex-valued electromagnetic potential in the neighbourhood of infinity, pseudomodes of one-dimensional Dirac operators corresponding to large pseudoeigenvalues are constructed. This is a first systematic non-semi-classical approach, which results in substantial progress in achieving optimal conditions and conclusions as well as in covering a wide class of previously inaccessible potentials, including superexponential ones.
