The charge-sector coefficient of the Type-IIB axion-dilaton wormhole partition function is shown to be a chiral Wishart hard-edge limit of the D(-1)/D3 super-ADHM collective-coordinate integral.
Axion-induced topology change in quantum gravity and string theory,
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The Type-IIB wormhole partition function in theta is the Fourier transform of charge-sector scalar coefficients W_ν[b], whose symmetry, positivity, and tail properties determine the partition function's analytic structure.
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The Chiral Random-Matrix Ensemble of the Type-IIB Axion--Dilaton Wormhole Partition Function
The charge-sector coefficient of the Type-IIB axion-dilaton wormhole partition function is shown to be a chiral Wishart hard-edge limit of the D(-1)/D3 super-ADHM collective-coordinate integral.
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Charge-Sector Construction of the Type-IIB Axion--Dilaton Wormhole Partition Function
The Type-IIB wormhole partition function in theta is the Fourier transform of charge-sector scalar coefficients W_ν[b], whose symmetry, positivity, and tail properties determine the partition function's analytic structure.