| Chiral Symmetry |
|---|
| [pdf] |
Ting-Wai Chiu |
Topological susceptibilty in (2+1)-flavor lattice QCD with overlap fermion |
| [pdf] |
Robert Mawhinney |
Probing SU(3) Chiral Perturbation Theory fits to 2+1 flavor DWF QCD |
| [pdf] |
Kohtaroh Miura |
Explanation for baryon mass puzzle in strong coupling limit of lattice QCD |
| [pdf] |
Andrea Shindler |
Wilson twisted mass fermions in the epsilon regime |
| [pdf] |
Stefan Krieg |
The hadron spectrum in full QCD: Setup and parameter selection |
| Hadron Spectroscopy |
|---|
| [pdf] |
William Detmold |
Multi-meson States in Lattice QCD |
| [pdf] |
Eric Engelson |
Lattice QCD determination of patterns of excited baryon masses |
| [ppt] |
Constantia Alexandrou |
A fitting procedure for the determination of hadron excited states applied to the Nucleon |
| [pdf] |
Jimmy Juge |
Multi-hadron operators with all-to-all quark propagators |
| [ppt] |
Keh-Fei Liu |
Roper Resonance from 2+1 Flavor Clover Fermions |
| [ppt] |
Sasa Prelovsek |
A lattice study of light scalar tetraquarks with isopins 0, 1/2 and 1 |
| Nonzero Temperature and density |
|---|
| [pdf] |
Gert Aarts |
Stochastic quantization at nonzero chemical potential |
| [pdf] |
Rajiv Gavai |
Exact Chiral Fermions and Finite Density on Lattice |
| [ppt] |
Xiangfei Meng |
Winding number expansion in canonical approach to finite density |
| [ppt] |
Anyi Li |
Finite Density Simulation with the Canonical Ensemble |
| [pdf] |
Sourendu Gupta |
Finite chemical potential in Nt=6 QCD |
| [pdf] |
Michael Cheng |
QCD Thermodynamics from Domain Wall Fermion |
| Theoretical Developments |
|---|
| [pdf] |
Joseph Kiskis |
Computation of the string tension in three dimensions using large N reduction |
|
Robert Lohmayer |
Large N phase transitions in the spectrum of products of complex matrices |
| [pdf] |
Kazuhiro Nagata |
Non-commutative product formulation of exact lattice supersymmetry at large N |
| [pdf] |
Rajamani Narayanan |
Universal properties of Wilson loop operators in large N QCD; Large N transition in the 2D SU(N)xSU(N) nonlinear sigma model. |
| [pdf] |
Jacek Wosiek |
Solving some gauge systems at infinite N |
