5 problems

Tensor-product conjecture. The full energy trans-series can be written as a tensor product of the minimal trans-series and the medium, namely

Let $m,n\in\mathbb{N}$ be coprime flux parameters with $\Phi=2\pi m/n$. Let $\tilde{n}'_c$ denote the critical integer in the sequence approaching the critical flux from above. Let…

Let $p\in\mathbb{N}$ and define the subsequence $m_p=7p+1$. Let $\tilde{n}'_c$ be the upper critical sequence of integers associated with the critical flux. Subsequence conjecture.…

First critical-sequence conjecture. The intercept satisfies

Conjecture on Theorem 5.11. Theorem 5.11 should remain valid for perturbations by small constant fields $B$.