Difference between revisions of "Publications"

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== Our recent publications ==  
 
== Our recent publications ==  
* [http://qmcchem.ups-tlse.fr/files/caffarel/1510.00730v2.pdf ''' Quantum Monte Carlo with very large multideterminant wavefunctions '''] A. Scemama, T. Applencourt, E. Giner, and M. Caffarel preprint (2015), http://arxiv.org/abs/1510.00730.
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* [http://qmcchem.ups-tlse.fr/files/caffarel/paci.pdf ''' Using CIPSI nodes in diffusion Monte Carlo ''']  Michel Caffarel, Thomas Applencourt, Emmanuel Giner, and Anthony Scemama, arXiv:1607.06742v2 [physics.chem-ph] (2016).
* [http://qmcchem.ups-tlse.fr/files/caffarel/cipsi1.pdf ''' Quantum Monte Carlo Study of the Reactions of CH with Acrolein '''] Srimanta Pakhira, Benjamin S. Lengeling, Olayinka Olatunji-Ojo, Michel Caffarel, Michael Frenklach, William A. Lester Jr., to appear in the Journal of Physical Chemistry.
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* [http://qmcchem.ups-tlse.fr/files/caffarel/jcc_multidets_2016.pdf ''' Quantum Monte Carlo with very large multideterminant wavefunctions '''] A. Scemama, T. Applencourt, E. Giner, and M. Caffarel J. Comput. Chem. 37, 1866-1875 (2016).
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* [http://qmcchem.ups-tlse.fr/files/caffarel/jcp_water_2016.pdf ''' Toward an improved control of the fixed-node error in quantum Monte Carlo: The case of the water molecule '''] M. Caffarel, T. Applencourt, E. Giner, and A. Scemama J. Chem. Phys. 144, 151103 (2016).
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* [http://qmcchem.ups-tlse.fr/files/caffarel/AFST_2015.pdf'''Talking Across Fields: A Physicist's Presentation of some Mathematical Aspects of Quantum Monte Carlo Methods'''] Michel Caffarel Annales de la Faculté des Sciences de Toulouse, 24 p.940 (2015).
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* [http://qmcchem.ups-tlse.fr/files/caffarel/QMC_CH+Acrolein.pdf ''' Quantum Monte Carlo Study of the Reactions of CH with Acrolein '''] Srimanta Pakhira, Benjamin S. Lengeling, Olayinka Olatunji-Ojo, Michel Caffarel, Michael Frenklach, William A. Lester Jr. J. Phys. Chem A. 119(18)pp.4214-23 (2015).
 
* [http://qmcchem.ups-tlse.fr/files/caffarel/F2_2015.pdf ''' Fixed-Node Diffusion Monte Carlo potential energy curve of the fluorine molecule F2 using selected configuration interaction trial wavefunctions ''']  E. Giner, A. Scemama, and M. Caffarel J. Chem. Phys. 142, 044115 (2015).
 
* [http://qmcchem.ups-tlse.fr/files/caffarel/F2_2015.pdf ''' Fixed-Node Diffusion Monte Carlo potential energy curve of the fluorine molecule F2 using selected configuration interaction trial wavefunctions ''']  E. Giner, A. Scemama, and M. Caffarel J. Chem. Phys. 142, 044115 (2015).
 
* [http://qmcchem.ups-tlse.fr/files/caffarel/F2_2014.pdf ''' Fixed-Node Diffusion Monte Carlo potential energy curve of the fluorine molecule F2... '''] (extended version, 2014).
 
* [http://qmcchem.ups-tlse.fr/files/caffarel/F2_2014.pdf ''' Fixed-Node Diffusion Monte Carlo potential energy curve of the fluorine molecule F2... '''] (extended version, 2014).

Latest revision as of 19:41, 11 October 2016

Our recent publications

QMC publications by scientific activities

QMC Reviews

  • Quantum Monte Carlo in Chemistry M. Caffarel, Encyclopedia of Applied and Computational Mathematics, ed. Bjorn Engquist, Springer (2011).
  • Fixed-Node Quantum Monte Carlo for Chemistry M. Caffarel and A. Ramirez-Solis, in The proceedings of the 14th International Conference: "Recent Progress in Many-Body Theories", edited by Jordi Boronat, Gregory Astrakharchik, and Ferran Mazzanti, World Scientific (2008).
  • A few aspects of QMC for molecules M. Caffarel, R. Assaraf, A. Khelif, A. Scemama, A. Ramirez-Solis, in "Mathematical and Numerical Aspects of Quantum Chemistry Problems", Mathematisches Forschunginstitut Oberwolfach, p.7 Report No.47/2006 (2006).
  • A pedagogical introduction to quantum Monte Carlo
    M. Caffarel, R. Assaraf in Mathematical models and methods for ab initio Quantum Chemistry in Lecture Notes in Chemistry, eds. M. Defranceschi and C.Le Bris, Springer p.45 (2000)
  • Stochastic methods in quantum mechanics
    M. Caffarel in Numerical Determination of the Electronic Structure of Atoms, Diatomic and Polyatomic Molecules (Kluwer Academic Publishers, 1989), pp.85-105.

Methodology: General Aspects

Zero-Variance Zero-Bias principle and its Applications (Forces)

Trial wavefunctions

Electron Pair Localization Function

Maximum probability domains

QMC for vibrational levels

Perturbation Theory with QMC. Applications to interaction energies and polarizabilities

The sign problem

Nodal properties

Chemical applications

Other publications related to QMC