Deconfinement and percolation

Satz H (1998)
In: NUCLEAR PHYSICS A. 642. ELSEVIER SCIENCE BV: 130C-142C.

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Abstract
Using percolation theory, we derive a conceptual definition of deconfinement in terms of cluster formation. The result is readily applicable to infinite volume equilibrium matter as well as to finite size pre-equilibrium systems in nuclear collisions.
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Satz H. Deconfinement and percolation. In: NUCLEAR PHYSICS A. Vol 642. ELSEVIER SCIENCE BV; 1998: 130C-142C.
Satz, H. (1998). Deconfinement and percolation. NUCLEAR PHYSICS A, 642(1-2), 130C-142C.
Satz, H. (1998). “Deconfinement and percolation” in NUCLEAR PHYSICS A, vol. 642, (ELSEVIER SCIENCE BV), 130C-142C.
Satz, H., 1998. Deconfinement and percolation. In NUCLEAR PHYSICS A. no.642 ELSEVIER SCIENCE BV, pp. 130C-142C.
H. Satz, “Deconfinement and percolation”, NUCLEAR PHYSICS A, vol. 642, ELSEVIER SCIENCE BV, 1998, pp.130C-142C.
Satz, H.: Deconfinement and percolation. NUCLEAR PHYSICS A. 642, p. 130C-142C. ELSEVIER SCIENCE BV (1998).
Satz, Helmut. “Deconfinement and percolation”. NUCLEAR PHYSICS A. ELSEVIER SCIENCE BV, 1998.Vol. 642. 130C-142C.
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