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The QCD vacuum condensates and various vacuum susceptibilities are all important parameters which characterize the nonperturbative properties of the QCD vacuum.
Precise relations between the spectra of vector and axial-vector mesons,
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Qcd and resonance physics. theoretical foundations,
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Phenomenology of the chiral phase transition,
R. D. Pisarski, · 1982
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Proton and neutron magnetic moments from qcd sum rules,
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Hadron couplings to goldstone bosons in qcd,
L. Reinders, H. Rubinstein, S. Yazaki, · 1983
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Nucleon magnetic moments and magnetic properties of the vacuum in qcd,
B. Ioffe, A. V. Smilga, · 1984
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Axial and vector constants of the nucleon octet in qcd,
V. Belyaev, Y. I. Kogan, · 1984
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Remarks on the chiral phase transition in chromodynamics,
R. D. Pisarski, F. Wilczek, · 1984
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Hadron properties from qcd sum rules,
L. J. Reinders, H. Rubinstein, S. Yazaki, · 1985
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Soliton bag models of hadrons from qcd,
R. Cahill, C. D. Roberts, · 1985
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Wilson’s operator expansion: can it fail?,
V. Novikov, M. A. Shifman, A. Vainshtein, V. I. Zakharov, · 1985
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Quark-number susceptibility of high-temperature qcd,
S. Gottlieb, W. Liu, D. Toussaint, R. L. Renken, R. L. Sugar, · 1987
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Fermion-number susceptibility in lattice gauge theory,
S. Gottlieb, W. Liu, R. Renken, R. Sugar, D. Toussaint, · 1988
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Quark-number susceptibility in quenched quantum chromodynamics,
R. Gavai, J. Potvin, S. Sanielevici, · 1989
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Chiral restoration at finite density and temperature,
A. Masayuki, Y. Koichi, · 1989
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Truncating the schwinger-dyson equations: How multiplicative renormalizability and the ward identity restrict the three-point vertex in qed,
D. Curtis, M. Pennington, · 1990
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Chiral phase transitions in qcd for finite temperature and density,
A. Barducci, R. Casalbuoni, S. De Curtis, R. Gatto, G. Pettini, · 1990
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Chiral phase transition in the su (3) nambu and jona-lasinio model,
S. Klimt, M. Lutz, W. Weise, · 1990
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Nonlocal condensates and qcd sum rules for the pion form factor,
A. Bakulev, A. Radyushkin, · 1991
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Chiral-odd parton distributions and polarized drell-yan process,
R. L. Jaffe, X.-d. Ji, · 1991
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Quark-number susceptibility and fluctuations in the vector channel at high temperatures,
T. Kunihiro, · 1991
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The pion wave function and qcd sum rules with nonlocal condensates,
S. Mikhailov, A. Radyushkin, · 1992
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Chiral-odd parton distributions and drell-yan processes,
R. L. Jaffe, X.-d. Ji, · 1992
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On the implications of confinement,
C. Roberts, A. Williams, G. Krein, · 1992
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The Nambu–Jona-Lasinio model of quantum chromodynamics,
S. P. Klevansky, · 1992
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On the spectral density of euclidean dirac operator in qcd,
A. V. Smilga, J. Stern, et al., · 1993
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Dyson-Schwinger equations and their application to hadronic physics,
C. D. Roberts, A. G. Williams, · 1994
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QCD phenomenology based on a chiral effective Lagrangian,
T. Hatsuda, T. Kunihiro, · 1994
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Tensor charge of the nucleon,
H. He, X. Ji, · 1995
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Dynamical chiral symmetry breaking, goldstone’s theorem, and the consistency of the schwinger-dyson and bethe-salpeter equations,
H. Munczek, · 1995
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The weak parity-violating pion-nucleon coupling,
E. Henley, W. Hwang, L. Kisslinger, · 1996
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Qcd sum rule calculation for the tensor charge of the nucleon,
H.-x. He, X.-d. Ji, · 1996
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Scalar susceptibility in qcd and the multiflavor schwinger model,
A. V. Smilga, J. Verbaarschot, · 1996
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Two-flavor staggered fermion thermodynamics at n t n_{t} = 12,
C. Bernard, T. Blum, C. DeTar, S. Gottlieb, K. Rummukainen, U. M. Heller, J. Hetrick, D. Toussaint, R. L. Sugar, · 1996
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Goldstone theorem and diquark confinement beyond rainbow-ladder approximation,
A. Bender, C. D. Roberts, L. Smekal, · 1996
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A note on the qcd vacuum tensor susceptibility,
V. Belyaev, A. Oganesian, · 1997
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Thermodynamics of lattice qcd with two light quarks on a 16 3 × 16^{3}\times 8 lattice. ii,
S. Gottlieb, U. M. Heller, A. Kennedy, S. Kim, J. Kogut, C. Liu, R. Renken, D. Sinclair, R. Sugar, D. Toussaint, et al., · 1997
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π \pi -and k-meson bethe-salpeter amplitudes,
P. Maris, C. D. Roberts, · 1997
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Hadron physics from the global color model of qcd,
P. C. Tandy, · 1997
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Tensor susceptibilities of the vacuum from constituent quarks,
W. Broniowski, M. Polyakov, H.-C. Kim, K. Goeke, · 1998
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Analysis of chiral and thermal susceptibilities,
D. Blaschke, A. Höll, C. D. Roberts, S. Schmidt, · 1998
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Pion mass and decay constant,
P. Maris, C. D. Roberts, P. C. Tandy, · 1998
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Signatures of the tricritical point in qcd,
M. Stephanov, K. Rajagopal, E. Shuryak, · 1998
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A solution to coupled dyson–schwinger equations for gluons and ghosts in landau gauge,
L. von Smekal, A. Hauck, R. Alkofer, · 1998
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Hadronic couplings via qcd sum rules using three-point functions: Vacuum susceptibilities,
M. B. Johnson, L. S. Kisslinger, · 1998
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Vector, axial, tensor, and pseudoscalar vacuum susceptibilities,
L. S. Kisslinger, · 1999
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Bethe-salpeter study of vector meson masses and decay constants,
P. Maris, P. C. Tandy, · 1999
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Two flavor chiral phase transition from nonperturbative flow equations,
J. Berges, D.-U. Jungnickel, C. Wetterich, · 1999
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Qcd vacuum tensor susceptibility and properties of transversely polarized mesons,
A. P. Bakulev, S. V. Mikhailov, · 2000
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Dyson-Schwinger equations: Density, temperature and continuum strong QCD,
C. D. Roberts, S. M. Schmidt, · 2000
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Transverse ward–takahashi identity for the fermion-boson vertex in gauge theories,
H.-x. He, F. C. Khanna, Y. Takahashi, · 2000
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Quark number susceptibilities, strangeness, and dynamical confinement,
R. V. Gavai, S. Gupta, · 2001
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The infrared behaviour of qcd green’s functions: Confinement, dynamical symmetry breaking, and hadrons as relativistic bound states,
R. Alkofer, L. Von Smekal, · 2001
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Identical relations among transverse parts of variant green functions and the full vertices in gauge theories,
H.-x. He, · 2001
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Chiral phase transition within effective models with constituent quarks,
O. Scavenius, A. Mocsy, I. Mishustin, D. Rischke, · 2001
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Chiral phase transition in a covariant nonlocal njl model,
D. Gomez Dumm, N. Scoccola, · 2001
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Spin correlations in the algebraic spin liquid: implications for high-t c superconductors,
W. Rantner, X.-g. Wen, · 2002
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Continuum limit of quark number susceptibilities,
R. V. Gavai, S. Gupta, · 2002
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Susceptibilities and screening masses in two flavor qcd,
R. V. Gavai, S. Gupta, P. Majumdar, · 2002
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Mesons in a poincare covariant bethe-salpeter approach,
R. Alkofer, P. Watson, H. Weigel, · 2002
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Quark-gluon vertex from lattice qcd,
J. Skullerud, A. Kizilersü, · 2002
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Pion susceptibility of the qcd vacuum from an effective quark–quark interaction,
H.-s. Zong, S. Qi, W. Chen, W.-m. Sun, E.-g. Zhao, · 2003
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Tensor susceptibility of the qcd vacuum from an effective quark–quark interaction,
H.-t. Yang, H.-s. Zong, J.-l. Ping, F. Wang, · 2003
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Pressure and nonlinear susceptibilities in qcd at finite chemical potentials,
R. V. Gavai, S. Gupta, · 2003
Cited alongside, same era.
Scalar susceptibility and chiral symmetry restoration in nuclei,
G. Chanfray, M. Ericson, P. Guichon, · 2003
Cited alongside, same era.
Fluctuations of the quark densities in nuclei,
G. Chanfray, M. Ericson, · 2003
Cited alongside, same era.
Universality, the qcd critical and tricritical point, and the quark number susceptibility,
Y. Hatta, T. Ikeda, · 2003
Cited alongside, same era.
Valence quarks in the qcd plasma: Quark number susceptibilities and screening,
R. V. Gavai, S. Gupta, · 2003
Cited alongside, same era.
Scalar density fluctuation at the critical end point in the nambu–jona-lasinio model,
H. Fujii, · 2003
Cited alongside, same era.
Chiral and deconfinement transition from dyson-schwinger equations,
C. S. Fischer, J. A. Mueller, · 2009
Later among the works it cites.
Is there still any t c mystery in lattice qcd? results with physical masses in the continuum limit iii,
S. Borsanyi, Z. Fodor, C. Hoelbling, S. D. Katz, S. Krieg, C. Ratti, K. K. Szabó, · 2010
Later among the works it cites.
Vacuum pseudoscalar susceptibility,
L. Chang, Y.-x. Liu, C. D. Roberts, Y.-m. Shi, W.-m. Sun, H.-s. Zong, · 2010
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Calculation of tensor susceptibility beyond rainbow-ladder approximation,
Y.-m. Shi, H.-x. Zhu, W.-m. Sun, H.-s. Zong, · 2010
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Influence of strong magnetic fields and instantons on the phase structure of the two-flavor nambu–jona-lasinio model,
J. K. Boomsma, D. Boer, · 2010
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Phase diagram for the nambu–jona-lasinio model with ’t hooft and eight-quark interactions,
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Equation of state for two flavor qcd at nonzero chemical potential,
C. Allton, S. Ejiri, S. Hands, O. Kaczmarek, F. Karsch, E. Laermann, C. Schmidt, · 2003
Cited alongside, same era.
Dyson–Schwinger equations: a tool for hadron physics,
P. Maris, C. D. Roberts, · 2003
Cited alongside, same era.
Nonperturbative structure of the quark-gluon vertex,
J. I. Skullerud, P. O. Bowman, A. Kızılersü, D. B. Leinweber, A. G. Williams, · 2003
Cited alongside, same era.
Calculation of vacuum properties from the global color symmetry model,
H.-s. Zong, J.-l. Ping, H.-t. Yang, X.-f. Lü, F. Wang, · 2003
Cited alongside, same era.
Effective degrees of freedom at chiral restoration and the vector manifestation in hls theory,
M. Harada, Y. Kim, M. Rho, C. Sasaki, · 2003
Cited alongside, same era.
Concerning the quark condensate,
K. Langfeld, H. Markum, R. Pullirsch, C. Roberts, S. Schmidt, · 2003
Cited alongside, same era.
B. Hiller, J. Moreira, A. A. Osipov, A. H. Blin, · 2010
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Scale for the phase diagram of quantum chromodynamics,
S. Gupta, X. Luo, B. Mohanty, H. G. Ritter, N. Xu, · 2011
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Recent thermodynamic results from lattice qcd analyzed within a quasiparticle model,
S. Plumari, W. M. Alberico, V. Greco, C. Ratti, · 2011
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A model study of quark number susceptibility at finite temperature beyond rainbow-ladder approximation,
Y. Jiang, L.-j. Luo, H.-s. Zong, · 2011
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Quark number susceptibility and qcd phase transition in the predictive soft-wall ads/qcd model with finite temperature,
L.-X. Cui, S. Takeuchi, Y.-L. Wu, · 2011
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Feynman gauge on the lattice: New results and perspectives,
A. Cucchieri, T. Mendes, G. M. Nakamura, E. M. S. Santos, · 2011
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Interaction model for the gap equation,
S.-x. Qin, L. Chang, Y.-x. Liu, C. D. Roberts, D. J. Wilson, · 2011
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Star experiment results from the beam energy scan program at the rhic,
B. Mohanty, S. Collaboration, et al., · 2011
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Results from the star beam energy scan program,
L. Kumar, · 2011
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Chiral and deconfinement phase transitions of two-flavour qcd at finite temperature and chemical potential,
C. S. Fischer, J. Luecker, J. A. Mueller, · 2011
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The phase structure of the polyakov–quark–meson model beyond mean field,
T. K. Herbst, J. M. Pawlowski, B.-J. Schaefer, · 2011
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Spontaneous electromagnetic superconductivity of vacuum in a strong magnetic field: Evidence from the nambu–jona-lasinio model,
M. N. Chernodub, · 2011
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Phase diagram and critical end point for strongly interacting quarks,
S.-x. Qin, L. Chang, H. Chen, Y.-x. Liu, C. D. Roberts, · 2011
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Qcd critical end point: How it started, how it grew, and where it goes,
M. Asakawa, · 2011
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The qcd phase diagram at nonzero quark density,
G. Endrődi, Z. Fodor, S. Katz, Szabó, KK, · 2011
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Fluctuations of conserved charges at finite temperature from lattice qcd,
S. Borsányi, Z. Fodor, S. D. Katz, S. Krieg, C. Ratti, K. Szabó, · 2012
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Scalar susceptibilities and electromagnetic thermal mass differences in chiral perturbation theory,
R. T. Andrés, A. G. Nicola, · 2012
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Collective perspective on advances in Dyson-Schwinger Equation QCD,
A. Bashir, L. Chang, I. C. Cloët, B. El-Bennich, Y.-X. Liu, et al., · 2012
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Analytic structure of the landau-gauge gluon propagator,
S. Strauss, C. S. Fischer, C. Kellermann, · 2012
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Dynamical chiral symmetry breaking and the fermion gauge-boson vertex,
A. Bashir, R. Bermudez, L. Chang, C. D. Roberts, · 2012
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Unquenching the gluon propagator with schwinger-dyson equations,
A. C. Aguilar, D. Binosi, J. Papavassiliou, · 2012
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Propagators and phase structure of nf=2 and nf=2+1 qcd,
C. S. Fischer, J. Luecker, · 2012
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Two-flavor qcd at finite temperature and chemical potential in a functional approach,
J. Luecker, C. S. Fischer, · 2012
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Wigner solution of the quark gap equation at nonzero current quark mass and partial restoration of chiral symmetry at finite chemical potential,
Y. Jiang, H. Gong, W.-m. Sun, H.-s. Zong, · 2012
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Characteristic of chiral phase transition in qed 3 at zero density,
H.-t. Feng, B. Wang, W.-m. Sun, H.-s. Zong, · 2012
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Axial anomaly and the three-flavor nambu–jona-lasinio model with confinement: Constructing the qcd phase diagram,
P. D. Powell, G. Baym, · 2012
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Qcd critical end point under strong magnetic fields,
S. S. Avancini, D. P. Menezes, M. B. Pinto, C. m. c. Providência, · 2012
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The qcd phase diagram for external magnetic fields,
G. Bali, F. Bruckmann, G. Endrődi, Z. Fodor, S. Katz, S. Krieg, A. Schäfer, K. Szabo, · 2012
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Chiral and deconfinement aspects of the qcd transition,
A. Bazavov, T. Bhattacharya, M. Cheng, C. DeTar, H.-T. Ding, S. Gottlieb, R. Gupta, P. Hegde, U. M. Heller, F. Karsch, E. Laermann, L. Levkova, S. Mukherjee, P. Petreczky, C. Schmidt, R. A. Soltz, W. Soeldner, R. Sugar, D. Toussaint, W. Unger, P. Vranas, · 2012
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Susceptibility of the qcd vacuum to c p cp -odd electromagnetic background fields,
M. D’Elia, M. Mariti, F. Negro, · 2013
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Discussions on the crossover property within the nambu–jona-lasinio model,
Y.-l. Du, Z.-f. Cui, Y.-h. Xia, H.-s. Zong, · 2013
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Scalar susceptibilities and four-quark condensates in the meson gas within chiral perturbation theory,
A. G. Nicola, J. Peláez, J. R. de Elvira, · 2013
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Calculation of the staggered spin correlation in the framework of the dyson-schwinger approach,
J.-F. Li, H.-T. Feng, Y. Jiang, W.-M. Sun, H.-S. Zong, · 2013
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Quark number susceptibilities from two-loop hard thermal loop perturbation theory,
N. Haque, M. G. Mustafa, M. Strickland, · 2013
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On the quark-gluon vertex and quark-ghost kernel: combining lattice simulations with dyson-schwinger equations,
E. Rojas, J. de Melo, B. El-Bennich, O. Oliveira, T. Frederico, · 2013
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Star results from the rhic beam energy scan-i,
L. Kumar, · 2013
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The rhic beam energy scan program: results from the phenix experiment,
J. T. Mitchell, · 2013
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The Wigner solution of quark gap equation and chiral phase transition of QCD at finite temperature and nonzero chemical potential,
Z.-f. Cui, C. Shi, Y.-h. Xia, Y. Jiang, H.-s. Zong, · 2013
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End point of a first-order phase transition in many-flavor lattice qcd at finite temperature and density,
S. Ejiri, N. Yamada, · 2013
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Nonlinear susceptibilities under the framework of dyson-schwinger equations,
A.-M. Zhao, Z.-F. Cui, Y. Jiang, H.-S. Zong, · 2014
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Influence of gauge boson mass on the staggered spin susceptibility,
J.-F. Li, F.-Y. Hou, Z.-F. Cui, H.-T. Feng, Y. Jiang, H.-S. Zong, · 2014
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Explanation and prediction of observables using continuum strong {QCD},
I. C. Cloët, C. D. Roberts, · 2014
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New method for determining the quark-gluon vertex,
A. C. Aguilar, D. Binosi, D. Ibanez, J. Papavassiliou, · 2014
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The quark-gluon vertex in landau gauge bound-state studies arXiv: 1404.2545 (2014)
R. Williams, · 2014
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Phase structure of three and four flavor qcd,
C. S. Fischer, J. Luecker, C. A. Welzbacher, · 2014
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Locate qcd critical end point in a continuum model study,
C. Shi, Y.-l. Wang, Y. Jiang, Z.-f. Cui, H.-s. Zong, · 2014
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The chiral phase transition of qed 3 around the critical number of fermion flavors,
P.-l. Yin, Z.-f. Cui, H.-t. Feng, H.-s. Zong, · 2014
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A model study of the chiral phase diagram of qcd,
B. Wang, Z.-F. Cui, W.-M. Sun, H.-S. Zong, · 2014
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The Wigner Solution and QCD Phase Transitions in a Modified PNJL Model,
Z.-f. Cui, C. Shi, W.-m. Sun, Y.-l. Wang, H.-s. Zong, · 2014
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Continuum study of various susceptibilities within thermal 𝐪𝐞𝐝 3 {\mathbf{qed}}_{3} ,
P.-l. Yin, Y.-m. Shi, Z.-f. Cui, H.-t. Feng, H.-s. Zong, · 2014
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The effective qcd phase diagram and the critical end point (arXiv:1411.4953 [hep-ph], 2014)
A. Ayala, A. Bashir, J. J. Cobos-Martinez, S. Hernandez-Ortiz, A. Raya, · 2014
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Qcd phase transition with chiral quarks and physical quark masses,
T. Bhattacharya, M. I. Buchoff, N. H. Christ, H.-T. Ding, R. Gupta, C. Jung, F. Karsch, Z. Lin, R. Mawhinney, G. McGlynn, S. Mukherjee, D. Murphy, P. Petreczky, D. Renfrew, C. Schroeder, R. Soltz, P. Vranas, H. Yin ((HotQCD Collaboration)), · 2014
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Lattice qcd phase diagram in and away from the strong coupling limit,
P. de Forcrand, J. Langelage, O. Philipsen, W. Unger, · 2014
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The two-flavor njl model with two-cutoff proper time regularization,
Z.-F. Cui, Y.-L. Du, H.-S. Zong, · 2014
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Bridging a gap between continuum-qcd and ab initio predictions of hadron observables,
D. Binosi, L. Chang, J. Papavassiliou, C. D. Roberts, · 2015
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Schwinger–dyson equation and njl approximation in massive gauge theory with fermions,
M. Zubkov, · 2015
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Dynamical chiral symmetry breaking in the njl model with a constant external magnetic field,
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Effect of the chiral chemical potential on the position of the critical endpoint,
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Chiral phase transition with a chiral chemical potential in the framework of dyson-schwinger equations,
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