Items where Author is "Cosmai, L."
Group by: Item Type | No Grouping Jump to: Article Number of items: 11. ArticleCea, P. and Cosmai, L. and D'Elia, M. and Papa, A. and Sanfilippo, F. (2012) Two-flavor QCD at finite quark or isospin density. arXiv . Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. and Sanfilippo, F. (2012) The critical line of two-flavor QCD at finite isospin or baryon densities from imaginary chemical potentials. Physical review. D, Particles, fields, gravitation, and cosmology, 85 . 094512 -094523. ISSN 1550-7998 Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. and Sanfilippo, F. (2011) Phase diagram of QCD with two degenerate staggered quarks. arXiv . Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. (2010) The critical line of QCD with four degenerate quarks. Pos proceedings of science, 173 . ISSN 1824-8039 Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. (2009) Analytic continuation in QCD-like theories at finite density and finite isospin. Pos proceedings of science, LAT200 . p. 192. ISSN 1824-8039 Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. (2008) Analytic continuation in two-color QCD: new results on the critical line. arXiv . Cea, P. and Cosmai, L. and D'Elia, M. and Papa, A. (2006) Analytical continuation from imaginary to real chemical potential in 2-color QCD under scrutiny. Cea, P. and Cosmai, L. and D'Elia, M. (2004) Investigations on the deconfining phase transition in QCD. Nuclear Physics B - Proceedings Supplements, 129-13 . pp. 751-753. ISSN 1873-3832 Cea, P. and Cosmai, L. and D'Elia, M. (2003) Monopole Condensation in full QCD using the Schroedinger Functional. Nuclear Physics B - Proceedings Supplements, 119 . pp. 748-750. ISSN 1873-3832 Alles, B. and Cosmai, L. and D'Elia, M. and Papa, A. (2000) Topology in 2D CP**(N-1) models on the lattice: a critical comparison of different cooling techniques. Physical review. D, Particles, fields, gravitation, and cosmology, 62 . 094507. ISSN 1550-7998 Alles, B. and Cosmai, L. and D'Elia, M. and Papa, A. (2000) Topology in CP(N-1) models: a critical comparison of different cooling techniques. |