Title 



Correlated and idempotent Dirac firstorder density matrices with identical diagonal Fermion density: a route to extract a onebody potential energy in TDDFT
 
Author 



 
Abstract 



After a brief introduction to the use of the idempotent Dirac firstorder density matrix (DM), its timedependent generalization is considered. Special attention is focused on the equation of motion for the timedependent DM, which is characterized by the onebody potential V(r, t) of timedependent density functional theory. It is then shown how the force ∇ V(r, t) can be extracted explicitly from this equation of motion. Following a linearresponse treatment in which a weak potential V(r, t) is switched on to an initially uniform electron gas, the nonlinear example of the twoelectron spincompensated Moshinsky atom is a further focal point. We demonstrate explicitly how the correlated DM for this model can be constructed from the idempotent Dirac DM, in this timedependent example.   
Language 



English
 
Source (journal) 



Journal of mathematical chemistry.  Basel  
Publication 



Basel : 2010
 
ISSN 



02599791
 
Volume/pages 



47:1(2010), p. 505519
 
ISI 



000273162000039
 
Full text (Publisher's DOI) 


  
