Manuscript VII-J@1 · VII-J.tex · section · d8c01b04

An explicit finite-volume tail

The Hamiltonian route: tails and a constructive error › An explicit finite-volume tail · lines 1239–1246

One may choose an error-dependent influence radius by requiring the tail to be at most a prescribed $ϵ_{Phys}$ . This is an approximate dependency region of the named Hamiltonian model, not a strict Lorentzian cone.

Nearby in this section

section: An explicit finite-volume tail
theorem: Theorem: Reference-stable finite-volume influence tail
example: Example: Strict causality fails for a generic local Hamiltonian