Spectrum of a closed ring's Hessian without forming it. More...
#include <Tunneling.h>
Public Attributes | |
| double | logDetPrime = 0.0 |
| ln |det' J|: the product over every eigenvalue but the one along tau. | |
| long | negativeModes = 0 |
| Eigenvalues below zero, the one along tau left out. | |
| double | zeroEigenvalue = 0.0 |
| tau . | |
Spectrum of a closed ring's Hessian without forming it.
Definition at line 298 of file Tunneling.h.
| double eonc::tunneling::RingSpectrum::logDetPrime = 0.0 |
ln |det' J|: the product over every eigenvalue but the one along tau.
Definition at line 300 of file Tunneling.h.
| long eonc::tunneling::RingSpectrum::negativeModes = 0 |
Eigenvalues below zero, the one along tau left out.
Definition at line 302 of file Tunneling.h.
| double eonc::tunneling::RingSpectrum::zeroEigenvalue = 0.0 |
tau .
J tau, the eigenvalue the prime leaves out; small when the ring is a converged instanton.
Definition at line 305 of file Tunneling.h.