Assertion: perturbation | /r/HasProperty | small
Facets:
value: in magnitude
type: OTHER
value: generally
type: DEGREE
Source sentences:
text: Its advantages are that perturbations are generally small in magnitude, so the integration can proceed in larger steps (with resulting lesser errors), and the method is much less affected by extreme perturbations.
text: It tells us how to correct the solutions to the unperturbed or undisturbed problem to approximately account for the influence of the perturbation, as long as the perturbation is small compared to the unperturbed Hamiltonian.