Limiting metric conjecture for odd orthogonal Higgs bundles

Let $(E,\Phi)$ be an $\SO(2n+1,\C)$-Higgs bundle for which the decoupled Hitchin equation has the solution constructed in Theorem.

Odd orthogonal limiting metric conjecture. The solutions to the decoupled Hitchin equation for $\SO(2n+1,\C)$ constructed in Theorem are limiting metrics.

The claim is the odd orthogonal analogue of the preceding symplectic limiting-metric conjecture. The local models are related to $\SL(n,\C)$-Higgs bundles and the kernel contribution, with approximation supplied by the cited local results; the global limiting assertion remains open in the source.