FH / DEFINED TERM
Non-normal operators
When interacting directions are not independent, stability cannot be read from eigenvalues alone.In lived experienceA person may look “stable” between events and still be highly amplifiable when several ordinary pressures point in the same direction.
Definition
A linearized operator is non-normal when it does not commute with its adjoint. Its modes need not be orthogonal, so decaying directions can combine constructively and produce substantial short-time growth. Long-run stability and immediate vulnerability can therefore tell different stories.
Flow Hijacked lens
Flow Hijacked imports this mathematics as a disciplined question: could sleep loss, shame, cue exposure, conflict and isolation align so that their joint effect is far larger than the sum of each? The value lies in studying interaction geometry rather than naming one decisive cause.