具有极大质量的代数PT-对称量子理论
An Algebraic PT-Symmetric Quantum Theory with a Maximal Mass
摘要：
在本文中，我们提请注意这样一个事实，即V.G. Kadyshevsky致力于创建其中包含非厄米质量扩展的\emph{\emph{to the geometric quantum field theory with a fundamental mass}}。重要的是，这些想法最近收到了强有力的发展形式的建设的非厄米代数方法。这些理论的核心是构造新的标量积，其中非厄米哈密顿量的平均值是有效的。在众多的工程对这个问题可能是分配作为纯粹的数学和包含讨论的实验结果。在这方面，我们认为，作为发展的代数相对论伪厄米量子理论与最大质量和实验意义的调查进行了讨论
英文摘要：
In this paper we draw attention to the fact that the studies by V. G. Kadyshevsky devoted to the creation of the which \emph{\emph{to the geometric quantum field theory with a fundamental mass}} containing non-Hermitian mass extensions. It is important that these ideas recently received a powerful development in the form of construction of the non-Hermitian algebraic approach. The central point of these theories is the construction of new scalar products in which the average values of non-Hermitian Hamiltonians are valid. Among numerous works on this subject may be to allocate as purely mathematical and containing a discussion of experimental results. In this regard, we consider as the development of algebraic relativistic pseudo-Hermitian quantum theory with a maximal mass and experimentally significant investigations are discussed
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