THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER
Miller D, REDLICH K (1988)
PHYSICAL REVIEW D 37(12): 3716-3730.
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Autor*in
Miller, DavidUniBi;
REDLICH, K
Erscheinungsjahr
1988
Zeitschriftentitel
PHYSICAL REVIEW D
Band
37
Ausgabe
12
Seite(n)
3716-3730
ISSN
0556-2821
Page URI
https://pub.uni-bielefeld.de/record/1630038
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Miller D, REDLICH K. THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER. PHYSICAL REVIEW D. 1988;37(12):3716-3730.
Miller, D., & REDLICH, K. (1988). THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER. PHYSICAL REVIEW D, 37(12), 3716-3730. https://doi.org/10.1103/PhysRevD.37.3716
Miller, David, and REDLICH, K. 1988. “THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER”. PHYSICAL REVIEW D 37 (12): 3716-3730.
Miller, D., and REDLICH, K. (1988). THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER. PHYSICAL REVIEW D 37, 3716-3730.
Miller, D., & REDLICH, K., 1988. THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER. PHYSICAL REVIEW D, 37(12), p 3716-3730.
D. Miller and K. REDLICH, “THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER”, PHYSICAL REVIEW D, vol. 37, 1988, pp. 3716-3730.
Miller, D., REDLICH, K.: THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER. PHYSICAL REVIEW D. 37, 3716-3730 (1988).
Miller, David, and REDLICH, K. “THERMODYNAMICAL PROPERTIES OF A CLASS OF MODELS WITH NON-ABELIAN INTERNAL SYMMETRIES AT FINITE TEMPERATURE AND BARYON NUMBER”. PHYSICAL REVIEW D 37.12 (1988): 3716-3730.
1 Zitation in Europe PMC
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Chaichian M, Satz H, Senda I., Phys Rev D Part Fields 49(3), 1994
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