'Finite density' presentation slideshows

Hot and dense lattice QCD in the strong coupling limit

Hot and dense lattice QCD in the strong coupling limit. Yusuke Nishida University of Tokyo Seminar @ Tokyo Institute of Technology May 14, 2004. hep-ph/0306066, 0312371. Introduction. Extreme dense matter e.g. neutron star interiors Neutron superfluidity Pion/kaon condensation

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Approach to the High Density State of QCD

570 views • 42 slides

Baryon Chemical Potential in AdS/CFT

Baryon Chemical Potential in AdS/CFT. Shin Nakamura ???? Hanyang Univ. and CQUeST ???????? ). Ref. S.N.-Seo-Sin-Yogendran, hep-th/0611021 ( Kobayashi-Mateos-Matsuura-Myers, hep-th/0611099). Purpose of this talk.

557 views • 35 slides

An e expansion for Fermi gas at infinite scattering length

An e expansion for Fermi gas at infinite scattering length. Yusuke Nishida (Univ. of Tokyo & INT) Y. N. and D. T. Son, arXiv: cond-mat/0604500 15 May, 2006 @ INT Seminar. An e expansion for Fermi gas at infinite scattering length. Contents of this talk

392 views • 30 slides

A method of finding the critical point in finite density QCD

A method of finding the critical point in finite density QCD. Existence of the critical point in finite density lattice QCD Physical Review D77 (2008) 014508 [arXiv:0706.3549] Canonical partition function and finite density phase transition in lattice QCD

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Lattice QCD at finite density

359 views • 22 slides

Tae-Sun Park Korea Institute for Advanced Study (KIAS) in collaboration with

Effective field theory approach for Fluctuations near Fermi Surface. Tae-Sun Park Korea Institute for Advanced Study (KIAS) in collaboration with M. Harada, D.-P. Min, C. Sasaki, C. Song. HIM, Feb. 23-24 (2006), Yong-Pyung. Problems of ChPT at finite ?.

333 views • 20 slides

QCD ??? MEM ?????????? vector meson ????????????

QCD ??? MEM ?????????? vector meson ????????????. ???????????????????? @ J-PARC, Tokai, Japan 6. 8. 2013 Philipp Gubler ( RIKEN, Nishina Center). Contents. Motivation What has changed since 1992? An update on QCD sum rules of light vector mesons at finite density

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Charmonium states in QGP

Charmonium states in QGP. Su Houng Lee, Yonsei Univ. Lattice result for phase transitions. Chiral sym: <qq>. Confinement: L=e -F. EOS: e , p. Heavy quark V(r). J/ y suppression Matsui Satz 86. Quenched lattice calculation by Asakawa and Hatsuda using MEM. T< 1.6 T c. T> 1.6 T c.

232 views • 13 slides