Carl McBride: New page: $\gamma (r)$ is the indirect (or ''series'' or ''chain'') correlation function, given by : $\gamma (r) \equiv h(r) - c(r)$ . where...

2007-02-28T10:22:01Z

New page: <math>\gamma (r)</math> is the indirect (or ''series'' or ''chain'') correlation function, given by :<math>\gamma (r) \equiv h(r) - c(r)</math>. where...

New page

<math>\gamma (r)</math> is the [[indirect correlation function | indirect]] (or ''series'' or ''chain'') correlation function, given by
:<math>\gamma (r) \equiv h(r) - c(r)</math>.
where <math>h(r)</math> is the [[Total correlation function | total correlation function]], and <math>c(r)</math> is the [[Direct correlation function | direct correlation function]].
[[Category: Integral equations]]

Indirect correlation function - Revision history

Carl McBride: New page: \gamma (r) is the indirect (or ''series'' or ''chain'') correlation function, given by :\gamma (r) \equiv h(r) - c(r). where...

Carl McBride: New page: $\gamma (r)$ is the indirect (or ''series'' or ''chain'') correlation function, given by : $\gamma (r) \equiv h(r) - c(r)$ . where...