8 problems
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Conjecture on M2–M5 intersection states in the elliptic refinement of the IIA partition function
The IIA partition function admits an elliptic refinement, equivalently obtainable from the M-theory description. An -brane may intersect an -brane in a fundamental st…
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The normalizable and non-normalizable field correspondence for 7-branes
Normalizability conjecture. Closed normalizable one-forms correspond to abelian gauge fields in the reduced 8D or 6D theory, whereas non-normalizable one-forms correspond to gauge…
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The bulk–brane decomposition conjecture for F-theory fields
Bulk–brane decomposition conjecture. This decomposition matches the separation between bulk and brane degrees of freedom expected from string theory.
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The bulk–brane correspondence for normalizable and non-normalizable forms
Bulk–brane correspondence. Forms that are correspond to fields associated with bulk supergravity degrees of freedom, while forms that are not normalizable correspond to degre…
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The M-brane charge quantization conjecture in Cobordism theories
Assuming Hypothesis H, M-brane charge quantization is discussed through Cobordism cohomology theories, including quaternionic and unitary Cobordism; write for such an associ…
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The D-brane charge quantization conjecture in topological K-theory
In string theory, D-branes carry charges valued in a generalized cohomology theory, where topological K-cohomology denotes the relevant K-theoretic charge group. D-brane charge qua…
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The massless-brane pullback conjecture for fibered Calabi–Yau varieties
Massless-brane pullback conjecture. When the volume of the fiber vanishes, the category of massless branes is generated by pull-backs of branes in the derived category of the base…
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The EZ massless-brane category conjecture
EZ massless-brane category conjecture. At these loci, there is a whole category of branes becoming massless.