序列量子效应代数的序列积的连续性
The Continuity of Sequential Product of Sequential Quantum Effect Algebras
摘要：
为了研究量子测量理论，引入了任意两个量子效应的序贯乘积。物理激励条件要求序列积关于强算子拓扑是连续的。本文研究了序列积关于其他重要拓扑如范数拓扑、弱算子拓扑、序拓扑、区间拓扑等的连续性问题。
英文摘要：
In order to study quantum measurement theory, sequential product defined for any two quantum effects is introduced. Physically motivated conditions ask the sequential product to be continuous with respect to the strong operator topology. In this paper, we study the continuity problems of the sequential product with respect to the other important topologies, as norm topology, weak operator topology, order topology, interval topology, etc.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
