Second-order chiral phase transition in three-flavor quantum chromodynamics? von Fejős, G.

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Axial anomaly and hadronic properties in a nuclear medium von Fejős, G., Hosaka, A.

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Mesonic and nucleon fluctuation effects at finite baryon density von Fejős, G., Hosaka, A.

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Renormalization group flows of the N -component Abelian Higgs model von Fejős, G., Hatsuda, T.

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Flows of multicomponent scalar models with U ( 1 ) gauge symmetry von Fejős, G., Hatsuda, T.

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Field dependence of the Yukawa coupling in the three flavor quark-meson model von Fejős, G., Patkós, A.

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Backreaction of mesonic fluctuations on the axial anomaly at finite temperature von Fejős, G., Patkós, A.

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Thermal properties and evolution of the U A ( 1 ) factor for 2 + 1 flavors von Fejős, G., Hosaka, A.

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Fixed point structure of the Abelian Higgs model von Fejős, G., Hatsuda, T.

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Order of the S U ( N f ) × S U ( N f ) chiral transition via the functional renormalization group von Fejős, G., Hatsuda, T.

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Thermal behavior of effective U A ( 1 ) anomaly couplings in reflection of higher topological sectors von Fejős, G., Patkós, A.

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Renormalisability of the 2PI-Hartree approximation of multicomponent scalar models in the broken symmetry phase von Fejős, G., Patkós, A., Szép, Zs

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Functional dependence of axial anomaly via mesonic fluctuations in the three flavor linear sigma model von Fejős, G.

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Fluctuation induced first order phase transition in U ( n ) × U ( n ) models using chiral invariant expansion of functional renormalization group flows von Fejős, G.

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Functional renormalization group approach to conventional theory of superfluidity and beyond von Tanizaki, Y, Fejös, G, Hatsuda, T

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Functional dependence of axial anomaly via mesonic fluctuations in the three flavor linear sigma model von Fejos, G

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Renormalization of the 2PI-Hartree approximation in a broken phase with nonzero superflow von Fejos, G

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Thermal properties and evolution of the U sub()A1) factor for 2+1 flavors von Fejos, G, Hosaka, A

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Finite temperature symmetry restoration in the U L ( 3 ) × U R ( 3 ) linear sigma model from a large- n approximation von Fejős, G., Patkós, A.

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Renormalized large- n solution of the U ( n ) × U ( n ) linear sigma model in the broken symmetry phase von Fejős, G., Patkós, A.

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