Adriano Amaricci
  • Home
  • About me
  • CV
  • Publications
  • Research
    • Correlated Topological Insulators
    • Non Equilibrium
    • Mott Transitions
    • Others

New paper "Mott transitions with partially filled correlated orbitals" appeared in Europhysics Letters.

18/5/2017

Comments

 
This is the last episode of the Mott Transition in the Periodic Anderson Model saga. 
We investigate the metal-insulator Mott transition in a generalized version of the periodic Anderson model, in which a band of itinerant non-interacting electrons is hybridrized with a narrow and strongly correlated band. Using the dynamical mean-field theory, we show that the precondition for the Mott transition is that the total filling of the two bands takes an odd integer value. Unlike the conventional portrait of the Mott transition, this condition corresponds to a non-integer filling of the correlated band....
Learn more
Comments
    Picture

    Author:

    Adriano Amaricci

    SISSA - CM Group
    Office 417 - 4th floor
    Via Bonomea 265, 
    34136 Trieste, Italy
    tel.: +39 040 3787 505

    fax: +39 040 3787 528​
    ​la differenza tra bufalo e locomotiva salta agli occhi, 
    la locomotiva ha la strada segnata,  

    mentre il bufalo puo' scartare di lato, 
    e cadere...

    Archives

    May 2018
    March 2018
    January 2018
    June 2017
    May 2017
    January 2017

    RSS Feed

Powered by Create your own unique website with customizable templates.
  • Home
  • About me
  • CV
  • Publications
  • Research
    • Correlated Topological Insulators
    • Non Equilibrium
    • Mott Transitions
    • Others