Author

Molnar, Etele

INSPIRE profile1041953 ORCID0000-0002-2716-5732

36 papers·2,513 citations in this corpus

	Paper	Category
Jul 4, 2008#4*0807.0544	Comparing the first and second order theories of relativistic dissipative fluid dynamics using the 1+1 dimensional relativistic flux corrected transport algorithm Etele Molnar🇩🇪	nucl-th	EPJC	18
May 9, 2008#1*0805.1061	A thermodynamic approach to the relaxation of viscosity and thermal conductivity T. S. Bíró🇭🇺 · E. Molnár🇩🇪 · P. Ván🇭🇺	nucl-th	PRC	13
Sep 18, 2007#3*0709.2616	Entropy production at freeze-out from dissipative fluids E. Molnar🇩🇪	nucl-th	—	0
Jun 18, 2007#2*0706.2203	Entropy production in high-energy heavy-ion collisions and the correlation of shear viscosity and thermalization time A. Dumitru🇩🇪 · E. Molnar🇩🇪 · Y. Nara🇩🇪	nucl-th	PRC	58
Feb 28, 2007#3*nucl-th/0702083	Bjorken expansion with gradual freeze out V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇩🇪	nucl-th	IJMPE	5
Feb 23, 2007#4*nucl-th/0702069	Freeze out of the expanding system V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇳🇴	nucl-th	EPJA	8
Oct 17, 2006#4*nucl-th/0610063	Freeze Out Process with In-Medium Nucleon Mass Sven Zschocke🇳🇴 · Laszlo P. Csernai🇳🇴 · Etele Molnár🇳🇴 · Jaakko Manninen🇳🇴 · Agnes Nyiri🇳🇴	nucl-th	—	0
Oct 21, 2005#4*nucl-th/0510066	Freeze out in narrow and wide layers V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇳🇴	nucl-th	Acta Phys.Hung.A	9
Oct 20, 2005#4*nucl-th/0510062	Covariant kinetic freeze out description through a finite space-time layer E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇪🇸	nucl-th	Acta Phys.Hung.A	10
Mar 18, 2005#3*nucl-th/0503047	Covariant description of kinetic freeze out through a finite space-like layer E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇳🇴 · A. Nyiri🇳🇴 · K. Tamosiunas🇳🇴	nucl-th	PRC	30
Mar 18, 2005#4*nucl-th/0503048	Covariant description of kinetic freeze out through a finite time-like layer E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇳🇴 · Zs. I. Lazar🇳🇴 · A. Nyiri🇳🇴 · K. Tamosiunas🇳🇴	nucl-th	J.Phys.G	25

Comparing the first and second order theories of relativistic dissipative fluid dynamics using the 1+1 dimensional relativistic flux corrected transport algorithm
Etele Molnar🇩🇪
Jul 4, 2008#4*nucl-thEPJC18 citations
A thermodynamic approach to the relaxation of viscosity and thermal conductivity
T. S. Bíró🇭🇺 · E. Molnár🇩🇪 · P. Ván🇭🇺
May 9, 2008#1*nucl-thPRC13 citations
Entropy production at freeze-out from dissipative fluids
E. Molnar🇩🇪
Sep 18, 2007#3*nucl-th0 citations
Entropy production in high-energy heavy-ion collisions and the correlation of shear viscosity and thermalization time
A. Dumitru🇩🇪 · E. Molnar🇩🇪 · Y. Nara🇩🇪
Jun 18, 2007#2*nucl-thPRC58 citations
Bjorken expansion with gradual freeze out
V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇩🇪
Feb 28, 2007#3*nucl-thIJMPE5 citations
Freeze out of the expanding system
V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇳🇴
Feb 23, 2007#4*nucl-thEPJA8 citations
Freeze Out Process with In-Medium Nucleon Mass
Sven Zschocke🇳🇴 · Laszlo P. Csernai🇳🇴 · Etele Molnár🇳🇴 · Jaakko Manninen🇳🇴 · Agnes Nyiri🇳🇴
Oct 17, 2006#4*nucl-th0 citations
Freeze out in narrow and wide layers
V.K. Magas🇪🇸 · L.P. Csernai🇳🇴 · E. Molnar🇳🇴
Oct 21, 2005#4*nucl-thActa Phys.Hung.A9 citations
Covariant kinetic freeze out description through a finite space-time layer
E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇪🇸
Oct 20, 2005#4*nucl-thActa Phys.Hung.A10 citations
Covariant description of kinetic freeze out through a finite space-like layer
E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇳🇴 · A. Nyiri🇳🇴 · K. Tamosiunas🇳🇴
Mar 18, 2005#3*nucl-thPRC30 citations
Covariant description of kinetic freeze out through a finite time-like layer
E. Molnar🇳🇴 · L. P. Csernai🇳🇴 · V. K. Magas🇳🇴 · Zs. I. Lazar🇳🇴 · A. Nyiri🇳🇴 · K. Tamosiunas🇳🇴
Mar 18, 2005#4*nucl-thJ.Phys.G25 citations

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