Study of the transverse mass spectra of strange particles in Pb-Pb, collisions at 158 A GeV/c

Autor: The NA57 Collaboration, Antinori, Federico, Bacon, P., Badalà, A., Barbera, R., Belogianni, A., Bhasin, A., Bloodworth, I. J., Bombara, M., Bruno, G. E., Bull, S. A., Caliandro, R., Campbell, M., Carena, W., Carrer, N., Clarke, R. F., Dainese, A., de Haas, A. P., de Rijke, P. C., Di Bari, D., Di Liberto, S., Divià, R., Elia, D., Evans, D., Feofilov, G. A., Fini, R. A., Ganoti, P., Ghidini, B., Grella, G., Helstrup, H., Hetland, K. F., Holme, A. K., Jacholkowski, A., Jones, G. T., Jovanovic, P., Jusko, A., Kamermans, R., Kinson, J. B., Knudson, K., Kolozhvari, A. A., Kondratiev, V., Králik, I., Krav áková, A., Kuijer, P., Lenti, V., Lietava, R., Løvhøiden, G., Manzari, V., Martinská, G., Mazzoni, M. A., Meddi, F., Michalon, A., Morando, Maurizio, Nappi, E., Navach, F., Norman, P. I., Palmeri, A., Pappalardo, G. S., Pastir ák, B., Pi út, J., Pi útová, N., Platt, R. J., Posa, F., Quercigh, E., Riggi, F., Röhrich, D., Romano, G., afa ík, K., Ándor, L., Schillings, E., Segato, Gianfranco, Sené, M., Sené, R., Snoeys, W., Soramel, Francesca, Spyropoulou Stassinaki, M., Staroba, P., Toulina, T. A., Turrisi, R., Tveter, T. S., Urbán, J., Valiev, F. F., van den Brink, A., van de Ven, P., Vande Vyvre, P., van Eijndhoven, N., van Hunen, J., Vascotto, A., Vik, T., Villalobos Baillie, O., Vinogradov, L., Virgili, T., Votruba, M. F., Vrláková, J., Závada, P.

Publikováno v: Journal of Physics G: Nuclear and Particle Physics
Journal of Physics G: Nuclear and Particle Physics, IOP Publishing, 2004, 30, pp.823-840

The NA57 experiment has collected high statistics, high purity samples of \PKzS and \PgL, $\Xi$ and $\Omega$ hyperons produced in Pb-Pb collisions at 158 $A$ GeV/$c$. In this paper we present a study of the transverse mass spectra of these particles

Externí odkaz: https://explore.openaire.eu/search/publication?articleId=doi_dedup___::66bb54cf78868e15a02e2f4570137756
http://hdl.handle.net/11589/5395

Mathematical Aspects of Scheduling and Applications : Modern Applied Mathematics and Computer Science

Autor: R. Bellman, A. O. Esogbue, I. Nabeshima, E. Y. Rodin

Mathematical Aspects of Scheduling and Applications addresses the perennial problem of optimal utilization of finite resources in the accomplishment of an assortment of tasks or objectives. The book provides ways to uncover the core of these problems