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Nagy, S.,
Polónyi, J.:
First order phase transition with the functional renormalization group method.
Phys. Rev. D. 110 (4), 1-19, (article identifier: 045012), 2024.
Gégény, F.,
Sailer, K.,
Nagy, S.:
On the Lorentz symmetry in conformally reduced quantum gravity.
Class. Quantum Gravity. 40 (4), 1-8, (article identifier: 045004), 2023.
Gégény, F.,
Nagy, S.:
Renormalization of the conformally reduced gravity with bilocal potential.
Int. J. Mod. Phys. A. 35 (22), 1-16, (article identifier: 2050123), 2020.
Péli, Z.,
Nagy, S.,
Sailer, K.:
Effect of the quartic gradient terms on the critical exponents of the Wilson-Fisher fixed point in O(N) models.
Eur. Phys. J. A. 54 (2), 1-19, 2018.
Nagy, S.,
Polónyi, J.,
Steib, I.:
Euclidean scalar field theory in the bilocal approximation.
Phys. Rev. D. 97 (8), 1-11, (article identifier: 085002), 2018.
Péli, Z.,
Nagy, S.,
Sailer, K.:
Phase structure of the O(2) ghost model with higher-order gradient term.
Phys. Rev. D. 94 (6), 1-15, (article identifier: 065021), 2016.
Péli, Z.,
Nagy, S.,
Sailer, K.:
Triple point in the O(2) ghost model with higher-order gradient term.
Phys. Rev. D. 94 (6), 1-8, (article identifier: 065037), 2016.
Sailer, K.,
Péli, Z.,
Nagy, S.:
Particle in a cavity in one-dimensional bandlimited quantum mechanics.
J. Phys. A-Math. Theor. 48 (7), 1-18, (article identifier: 075305), 2015.
