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Journal of Spectral Theory

来源: 树人论文网 浏览次数:399次
所属分区:3区
ISSN:1664-039X
影响因子:1.205
是否开源:No
年文章量:36
研究方向:数学
官网地址:http://www.ems-ph.org/journals/journal.php?jrn=jst
投稿地址:http://www.ems-ph.org/journals/submission.php?jrn=jst

Journal of Spectral Theory杂志中文介绍

《光谱理论杂志》致力于发表有关光谱理论及其应用领域的研究论文。所有长度的文章,包括调查的部分主题是非常欢迎。下面的列表包括光谱理论的几个方面,以及光谱理论的重要应用领域。薛定谔算子、散射理论与共振;特征值:摄动理论、渐近性和不等式;量子图,拉普拉斯图;伪微分算子与半经典分析随机矩阵理论;安德森模型等随机介质;非自伴随矩阵和算子,包括Toeplitz算子;谱几何,包括流形和自形形式;线性和非线性微分算子,特别是几何和物理中出现的微分算子;正交多项式;逆问题。

Journal of Spectral Theory杂志英文介绍

The Journal of Spectral Theory is devoted to the publication of research articles that focus on spectral theory and its many areas of application. Articles of all lengths including surveys of parts of the subject are very welcome.The following list includes several aspects of spectral theory and also fields which feature substantial applications of (or to) spectral theory.Schr?dinger operators, scattering theory and resonances;eigenvalues: perturbation theory, asymptotics and inequalities;quantum graphs, graph Laplacians;pseudo-differential operators and semi-classical analysis;random matrix theory;the Anderson model and other random media;non-self-adjoint matrices and operators, including Toeplitz operators;spectral geometry, including manifolds and automorphic forms;linear and nonlinear differential operators, especially those arising in geometry and physics;orthogonal polynomials;inverse problems.

Journal of Spectral Theory影响因子