- #1
PRB147
- 127
- 0
V Chernyak, Wei Min Zhang, S Mukamel, J Chem Phys Vol. 109, 9587
(can download here http://mukamel.ps.uci.edu/publications/pdfs/347.pdf )
Eq.(2.2), Eq. (B1) Eq.(B4)-(B6).
When I substitue Eq.(B4)-(B6) into Eq.(2.2), I can not recover Eq.(B1).
Who can give me a reference or hint on
how to write electron hole Hamiltonian into quasi-boson operator?
I think it is not possible to write sole electron or sole hole Hamiltonian in Eq.(2.2)
into quasi-boson operator.
Eq.(2.2) describes a two-band (one conduction one-valence semiconductor) system in real space,
taking account of electron-electron, hole-hole, electron-hole interactions.
(can download here http://mukamel.ps.uci.edu/publications/pdfs/347.pdf )
Eq.(2.2), Eq. (B1) Eq.(B4)-(B6).
When I substitue Eq.(B4)-(B6) into Eq.(2.2), I can not recover Eq.(B1).
Who can give me a reference or hint on
how to write electron hole Hamiltonian into quasi-boson operator?
I think it is not possible to write sole electron or sole hole Hamiltonian in Eq.(2.2)
into quasi-boson operator.
Eq.(2.2) describes a two-band (one conduction one-valence semiconductor) system in real space,
taking account of electron-electron, hole-hole, electron-hole interactions.