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0009213633
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note
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2(δη) = 1/k(δη), which causes the simple, almost linear relationship of Fig. 2 to appear divergent.
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26
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M. J. Tannenbaum, Phys. Lett. B347, 431 (1995); also see M. J. Tannenbaum, Hot Hadronic Matter, eds. J. Letessier, H. H. Gutbrod and J. Rafelski (Plenum Press, New York, 1995) p. 263.
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0009288159
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note
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In reference [5], the quantity denoted R(0, 0) is not averaged over the full azimuth but only over the detector azimuthal acceptance of 200° - in the present work we denote that quantity as R̄(0, 0) to keep with the more correct notation in which R(0, 0) implies an average over the full azimuth.
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38
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edited by P. Carruthers World Scientific, Singapore
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0009216658
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2 - 1, is different from the two-particle correlation function used in BE correlations.
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47
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0009212226
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PhD thesis, Department of Physics, Massachusetts Institute of Technology
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R. A. Soltz, PhD thesis, Department of Physics, Massachusetts Institute of Technology (1994). See also, Mark D. Baker for the E802 Collaboration, HIPAGS'96 Proceedings (http://rhic.physics.wayne.edu/hipags96/proceedings.html), ed. C. Pruneau, Wayne State University, Detroit, MI (1996); Nucl. Phys. A610, 213c (1996).
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48
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0009141510
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ed. C. Pruneau, Wayne State University, Detroit, MI
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R. A. Soltz, PhD thesis, Department of Physics, Massachusetts Institute of Technology (1994). See also, Mark D. Baker for the E802 Collaboration, HIPAGS'96 Proceedings (http://rhic.physics.wayne.edu/hipags96 /proceedings.html), ed. C. Pruneau, Wayne State University, Detroit, MI (1996); Nucl. Phys. A610, 213c (1996).
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49
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0030577425
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R. A. Soltz, PhD thesis, Department of Physics, Massachusetts Institute of Technology (1994). See also, Mark D. Baker for the E802 Collaboration, HIPAGS'96 Proceedings (http://rhic.physics.wayne.edu/hipags96/proceedings.html), ed. C. Pruneau, Wayne State University, Detroit, MI (1996); Nucl. Phys. A610, 213c (1996).
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50
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0009288161
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In the limit considered, the two pions are relativistic with nearly equal energies and are nearly parallel, with small difference in direction. Thus, the velocity of the pion pair is nearly the same as the velocity of either pion
-
In the limit considered, the two pions are relativistic with nearly equal energies and are nearly parallel, with small difference in direction. Thus, the velocity of the pion pair is nearly the same as the velocity of either pion.
-
-
-
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51
-
-
0009139582
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-
note
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-bE, is not constant and is further complicated by a cut-off at low energy imposed by the spectrometer.
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0009271948
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note
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φ = 0.2 used in the extrapolation by ±0.1 would change the extrapolated R(0, 0) = 0.45% by ±0.11%, and the R̄(0, 0) = 0.8% by ±0.2%.
-
-
-
-
57
-
-
0009287295
-
-
Thus no errors are quoted for extrapolated quantities
-
Thus no errors are quoted for extrapolated quantities.
-
-
-
-
58
-
-
0009294330
-
-
note
-
Q = 0.37 ± 0.02 for the present analysis with no Coulomb correction is reasonable in comparison to the fully corrected value[30] of 0.57±0.02 which is, however, considerably smaller than the value of 1.0 expected for BE correlations.
-
-
-
-
59
-
-
0009275292
-
-
note
-
The authors of reference[17] calculated the two-particle rapidity correlation from 'identical particle statistics' for dn/dy = 25 and R = τ = 3fm, which happen to be very close to the conditions of the present measurement. Their results were: "the correlations from final-state interactions" (predominantly BE correlations) "extend only about two tenths of a unit of rapidity" with height R(0, 0) "about 0.5%" at mid-rapidity. "The height is determined mainly by the transverse radius of the source" (compare to Eq. 25).
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Adamovich, M.1
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