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U-duality from matrix membrane partition function

机译:来自矩阵膜分配功能的U对偶

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We analyse super-membrane instantons (fully wrapped supermembranes) by computing the partition function of the three-dimensional supersymmetrical U(N) matrix model under periodic boundary conditions. By mapping the model to a cohomological field theory and considering a mass-deformation of the model, we show that the partition function exactly leads to the U-duality invariant measure factor entering supermembrane instanton sums. On the other hand, a computation based on the quasi-classical assumption gives the non U-duality invariant result of the zero-mode analysis by Pioline et al. (JHEP 03 (2001) 036). This is suggestive of the importance of supermembrane self-interactions and shows a crucial difference from the matrix string case. (C) 2001 Elsevier Science B.V. All rights reserved. [References: 35]
机译:我们通过计算周期性边界条件下的三维超对称U(N)矩阵模型的分区函数来分析超膜瞬子(完全包裹的超膜)。通过将模型映射到同调场理论并考虑模型的质量变形,我们表明分配函数恰好导致U-对偶不变度量因子输入超膜瞬时总和。另一方面,基于准经典假设的计算给出了Pioline等人的零模分析的非U-对偶不变结果。 (JHEP 03(2001)036)。这暗示了超膜自相互作用的重要性,并显示出与矩阵串情况的关键区别。 (C)2001 Elsevier Science B.V.保留所有权利。 [参考:35]

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