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A Chiral Random Matrix Model for 2+1 Flavor QCD at Finite Temperature and Density

A Chiral Random Matrix Model for 2+1 Flavor QCD at Finite Temperature and Density. Takashi Sano (University of Tokyo, Komaba ), with H. Fujii , and M. Ohtani.

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392 views • 26 slides

Hypergeometric Dist. (N=30, r=14, n=10)

Hypergeometric Dist. (N=30, r=14, n=10). plot (x,dhyper(x,14,16,10),col="red"). Cumulative density. x f(x) F(x) [1,] 0 0.0003 0.0003 [2,] 1 0.0053 0.0056 [3,] 2 0.0390 0.0446 [4,] 3 0.1386 0.1832 [5,] 4 0.2668 0.4500 [6,] 5 0.2911 0.7410 [7,] 6 0.1819 0.9229

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195 views • 6 slides

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A Chiral Random Matrix Model for 2+1 Flavor QCD at Finite Temperature and Density

Hypergeometric Dist. (N=30, r=14, n=10)