We present two novel derivations of the recently established $(-)^p$ factor in the charge quantiz... more We present two novel derivations of the recently established $(-)^p$ factor in the charge quantization condition for $p$-brane dyon sources in spacetime dimension $D$=$2p$+2. The first requires consistency of the condition under the charge shifts produced by (generalized) $\theta$-terms. The second traces the sign difference between adjoining dimensions to compactification effects.
It is shown that any meromorphic conformal field theory can be written as the tensor product of a... more It is shown that any meromorphic conformal field theory can be written as the tensor product of a free (Neveu-Schwartz) fermion conformal field theory and one with no conformal weight 1 2 fields. By applying this to the N= 3 and an N= 4 superconformal algebra, the structure ...
We present two novel derivations of the recently established $(-)^p$ factor in the charge quantiz... more We present two novel derivations of the recently established $(-)^p$ factor in the charge quantization condition for $p$-brane dyon sources in spacetime dimension $D$=$2p$+2. The first requires consistency of the condition under the charge shifts produced by (generalized) $\theta$-terms. The second traces the sign difference between adjoining dimensions to compactification effects.
It is shown that any meromorphic conformal field theory can be written as the tensor product of a... more It is shown that any meromorphic conformal field theory can be written as the tensor product of a free (Neveu-Schwartz) fermion conformal field theory and one with no conformal weight 1 2 fields. By applying this to the N= 3 and an N= 4 superconformal algebra, the structure ...
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Papers by Adam Schwimmer