Teaching machines to think NASA Stennis Space Center (Stennis), October 2019.
Teaching machines to think Loyola University (New Orleans), April 2017.
How to teach a machine to think? Washington and Lee University (Lexington), April 2016.
The superfluid density in systems with complex interactions University of California (San Diego), April 2015.
The superfluid density in systems with complex interactions University of California (Davis), April 2015.
Quantum Monte Carlo simulations of bosons with complex interactions APS Conference, March 2015, San Antonio.
The superfluid density in systems with complex interactions 20th Mardi Gras Workshop Petascale Many Body Methods for Complex Correlated Systems Louisiana State University, Center for Computation & Technology Baton Rouge, U.S.A., February 15 th to 16 th , 2015.
Quantum Monte Carlo simulations of complex lattice Hamiltonians JILA, University of Colorado (Boulder), August 2014.
How to teach a machine to think? Lousiana Digital Media Center, June 2014.
What is Condensed Matter Physics about? Loyola University New Orleans, May 2013.
The boson Hubbard model on a kagome lattice with a sextic ring-exchange term XXXVI International Conference of Theoretical Physics in Ustron (Poland), September 2012.
The boson Hubbard model on a kagome lattice with a sextic ring-exchange term PIRE Conference in Goettingen (Germany), January 2012.
The SGF algorithm and its application to lattice Hamiltonians Nanyang Technological University, Singapore, February 2011.
Using off-diagonal confinement as a cooling method PIRE Conference in Wurzburg (Germany), January 2011.
The Stochastic Green Function (SGF) algorithm and its application to non-zero spin Hamiltonians Institut Non-Linéaire de Nice (France), January 2010.
The Stochastic Green Function (SGF) algorithm Louisiana State University, January 2009.
Quantum Monte Carlo simulations of bosons on superlattices Instituut-Lorentz, University of Leiden (The Netherlands), April 2006.
Phase separation in the 2D bosonic Hubbard model with ring exchange Conference in Peyresq (France), September 2005.
Phase separation in the 2D bosonic Hubbard model with ring exchange University of California (Davis), June 2005.
The Worldline algorithm with 4-site decoupling University of California (Davis), June 2003.
Quantum Monte Carlo simulations of complex Hamiltonians APS Conference, March 2013, Baltimore.
The boson Hubbard model on a kagome lattice with a sextic ring-exchange term APS Conference, March 2012, Boston.
Phase diagram of the Bose Hubbard model with weak links APS Conference, March 2012, Boston.
Spectral functions of FFLO states in coupled chains APS Conference, March 2011, Dallas.
Using off-diagonal confinement as a cooling method APS Conference, March 2011, Dallas.
Two-species bosonic Hubbard model in a two-dimensional optical lattice APS Conference, March 2011, Dallas.
Pure Mott phases in a trapped 2D Hubbard model APS Conference, March 2011, Dallas.
Pure Mott phases in confined ultracold atomic systems APS Conference, March 2010, Portland.
Feshbach-Einstein condensates APS Conference, March 2009, Pittsburgh.
Universal state diagrams for harmonically trapped bosons in optical lattices APS Conference, March 2009, Pittsburgh.
Role of spatial inhomogeneity in the experimental determination of the two-dimensional Bose- Hubbard model critical point APS Conference, March 2009, Pittsburgh.
Quantum phases of mixtures of atoms and molecules on optical lattices APS Conference, March 2008, New Orleans.
Quantum Monte Carlo study of the visibility of one-dimensional Bose-Fermi mixtures APS Conference, March 2008, New Orleans.
Mixtures of atoms and molecules on optical lattices APS Conference, March 2007, Denver.
Quantum Monte Carlo simulations of bosons on superlattices APS Conference, March 2006, Baltimore.
Subscribe to my YouTube channel
Not sure you want to subscribe? Take a peek at the description of the Blue Moonshine channel to get an idea of its contents.
Last update of this page: 13 July 2023 at 9:23pm
Number of visits: 287773
“If you can't explain it simply, you don't understand it well enough.” (Albert Einstein)