r^sharp invariant discriminates whether H-flux survives T-duality as H-flux or converts to geometric flux on product manifolds, refining topological T-duality with metric information.
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The $r^\sharp$ invariant as a discriminant for the survival of the H-flux under T-duality on product manifolds
r^sharp invariant discriminates whether H-flux survives T-duality as H-flux or converts to geometric flux on product manifolds, refining topological T-duality with metric information.