We propose a connection between the newly formulated Virasoro minimal string and the well-established minimal string via their dual matrix models by deriving the string equation of the Virasoro minimal string using the expansion of its density of states in powers of . The string equation is expressed as a power series involving double-scaled multicritical matrix models, which are dual to minimal strings. This reformulation of the Virasoro minimal string enables us to employ matrix theory tools to compute its -boundary correlators. We analyze the scaling behavior of -boundary correlators and quantum volumes in the JT gravity limit.

中文翻译：

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(2,2m − 1) 最小串与 Virasoro 最小串之间的关系


我们提出了新制定的 Virasoro 最小弦和完善的最小弦通过其对偶矩阵模型之间的联系，通过使用其状态密度的幂展开来推导 Virasoro 最小弦的弦方程。弦方程表示为涉及双尺度多临界矩阵模型的幂级数，该模型是对偶到最小弦的。 Virasoro 最小串的重新表述使我们能够利用矩阵理论工具来计算其 边界相关器。我们分析了 JT 重力极限下 边界相关器和量子体积的缩放行为。