尤其在某些特殊情况底下,强作 用的CFT 可以化约为可积系统(Integrable Systems),因 此可以直接测试非常复杂的关联函数,而所得的结果 皆与猜想吻合。
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Quantum Integrable Systems 量子可积系统
Discrete Integrable Systems 离散可积系统
new integrable systems 新可积系统
lax integrable systems lax可积系
Bargmann integrable systems Bargmann可积系
classical integrable systems 经典可积系统
completely integrable systems 完全可积系统
non-hamilton integrable systems 非hamilton可积系统
Based on the resulting Lax matrixes, we get quite a few new finite-dimensional integrable systems, by which the new eigenvalue problems are proposed resorting to the canonical equations of these finite-dimensional integrable systems.
从Lax矩阵出发,获得一族新的有限维可积系统,借助于有限维可积系统的正则方程,可得到新的特征值问题。
参考来源 - Lax矩阵及其应用·2,447,543篇论文数据,部分数据来源于NoteExpress
It is often bilinear form for those integrable systems.
对于其中的可积系统,往往是双线性形式。
Chapter 1, we briefly introduce the near integrable systems and ist developments and the main results in this paper.
第一章是本文综述部分,简要介绍了近可积系统的前沿现状和本文所做工作。
In this paper we formulated some discrete integrable systems and gave the corresponding lattice equations and its Hamilton structure by means of the trace identity.
本文中,提出了若干个离散的谱问题,导出了相应的孤立子方程,然后利用屠格式对方程族的结构作了近一步的研究。
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