- #1
tpm
- 72
- 0
Could someone explain the 'Selberg Trace formula' concept??
for example let be the Laplacian in curved Space-time:
[tex] \Delta \Psi = E_{n} \Psi [/tex]
My question is is there a relationship between the set of eigenvalues E(n) and a certain charasteristic of the SUrface (length, Areal or so on) due to Selberg Trace ?..thanks.
for example let be the Laplacian in curved Space-time:
[tex] \Delta \Psi = E_{n} \Psi [/tex]
My question is is there a relationship between the set of eigenvalues E(n) and a certain charasteristic of the SUrface (length, Areal or so on) due to Selberg Trace ?..thanks.
Last edited: