2 problems

Conjecture on approximate joint eigenstates from the Clifford linear pseudospectrum
Approximate joint-eigenstate conjecture. If $(\bm{\lambda},\nu)\in\bar{\Lambda}_{\epsilon}^{\mathrm{C}}(\bm{A},B)$ , then there is a unit state $\bm{\psi}$ such that
openapproximate-eigenvectors non-hermitian-physics pseudospectra
0 responses
05
Conjecture on continuity of the Clifford linear gap function
Continuity conjecture. The Clifford linear gap function is pointwise continuous.
opennon-hermitian-physics operator-theory spectral-localizers
0 responses
06

Conjecture on approximate joint eigenstates from the Clifford linear pseudospectrum