Linde problem in yang-mills theory compactified on 'R POT. 2' × 'T POT. 2' (2016)
- Authors:
- USP affiliated author: NORONHA JUNIOR, JORGE JOSE LEITE - IF
- School: IF
- Subjects: QUARK; CAMPO MAGNÉTICO
- Language: Inglês
- Imprenta:
-
ABNT
FRAGA, Eduardo S.; KROF, Daniel; NORONHA JUNIOR, Jorge José Leite. Linde problem in yang-mills theory compactified on 'R POT. 2' × 'T POT. 2'. [S.l: s.n.], 2016. -
APA
Fraga, E. S., Krof, D., & Noronha Junior, J. J. L. (2016). Linde problem in yang-mills theory compactified on 'R POT. 2' × 'T POT. 2'. São Paulo. -
NLM
Fraga ES, Krof D, Noronha Junior JJL. Linde problem in yang-mills theory compactified on 'R POT. 2' × 'T POT. 2'. 2016 ; -
Vancouver
Fraga ES, Krof D, Noronha Junior JJL. Linde problem in yang-mills theory compactified on 'R POT. 2' × 'T POT. 2'. 2016 ; - Lectures on holography
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- Exact analytical solutions of second-order conformal hydrodynamics
- Perfect fluidity of a dissipative system: analytical soluti on for the boltzmann equation in Ad'S IND. 2' ⊗ 'S' IND. 2'
- Momentum transport in strongly coupled anisotropic plasmas in the presence of strong magnetic fields
- Causality and existence of solutions of relativistic viscous uid dynamics with gravity
- Analytical attractor and the divergence of the slow-roll expansion in relativistic hydrodynamics
- Holographic calculation of the QCD crossover temperature in a magnetic field
- Di-hadron angular correlation function in event-by-event ideal hydrodynamics
- Debye screening mass near deconfinement from holography
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