Once variational method is known to be quite good, I applied it to many systems.
Nakatuji-sensei said "oh you are doing chemistry" when I copying Herzberg, for geometries
of diatomic molecules.
When the system becomes larger, PQ conditions become worse.
Nakatuji-sensei told me that "why it's so good?" "I'm not sure, but I'm very sure that C2 are the first result that this method fails. because with PQ, I got 800% of correlation energy error"
However, fortunately or unfortunately, it was false. I got the correlation energy 108% or so...
Also staffs and colleagues told me about "double dissociation" or "triple dissociation". Surprisingly, PQG rules! The result was published as JCP 2002.
フォロワー
ブログ アーカイブ
-
▼
2009
(18)
-
▼
6月
(17)
- Excited state 2-RDM
- Why 1-RDM doesn't matter?
- Quantum Marginals and Density Matrices Workshop in...
- Quantum Marginals and Density Matrices Workshop in...
- Mpack: multiple precision arithmetic version of BL...
- multiple precision arithmetic version of semidefin...
- The Density equation
- Husimi Kodi sensei
- No I don't find a new N-representability condition.
- T1 and T2 condition
- Potential energy surface
- When I realized semidefinite programming is applic...
- everything is NP-hard
- Gamess on FreeBSD 7.2/amd64
- History of early days of reduced density matrix th...
- Back from Canada (with slide in PDF)
- Nakata Maho's reseach blog has been started
-
▼
6月
(17)
自己紹介
- NAKATA, Maho
- * second order reduced density matrices * N-representability * Quantum Computer * multiple precision arithmetic
Nakata Maho is a scientist and interested in reduced density matrix related theories, optimization and multiple precision arithmetics.
0 件のコメント:
コメントを投稿