Positive eigenvalues of the relative SU(2) BFSS Hamiltonian
Source: github.com/openai/math/tree/main/preprints/Positive-eigenva…
We prove that the relative $\mathop{\mathrm{SU}}\nolimits (2)$ BFSS Hamiltonian has infinitely many positive eigenvalues tending to infinity, with square-integrable eigenvectors. The operator is defined by closing the gauge-invariant supercharge form. This refutes, at N = 2, the exclusion of normalizable positive-energy states stated in the original BFSS paper.
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Hirosi Ooguri (Caltech), Positive eigenvalues of the relative SU(2) BFSS Hamiltonianonline.kitp.ucsb.eduHirosi Ooguri (Caltech)
Positive eigenvalues of the relative SU(2) BFSS Hamiltonian Schedule Oct 20, 2026 Positive eigenvalues of the relative SU(2) BFSS Hamiltonian Hirosi Ooguri (Caltech) To download: Right-click and choose "Save Link As..."