In 1976, Nakatsuji sensei find the Density equation.
It's well known that Cho and Cohen and Frishberg have already found it.
However, Nakatsuji's result is the most important as he showed necessary and sufficient
condition. So the density equation is equivalent to Schroedinger equation. Others didn't
prove the sufficient part.
It seems Erdahl has already noticed about it. Unfortunately he never published it.
It's written in his dispersion relation paper, but he knew a bit before. I don't remember
exactly but RDM news or something like that mentioning dispersion operator.
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- 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
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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.
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