NICA能量下的公理化非广延统计
Axiomatic nonextensive statistics at NICA energies
摘要：
我们讨论了实施公理化的非广延统计的可能性，它是obtured相空间体积决定（非）广泛的熵，在NICA能量的粒子生产。玻尔兹曼-吉布斯和察利斯统计量都是这种一般（非）扩展性的非常特殊的情况。我们的结论是晶格热力学是{ \it ab initio}广延的和可加的，因此非广延的方法包括Tsallis统计分类与它们不匹配，而粒子产生，例如在不同质心能量下的粒子比，可能是一个非广延的过程，但肯定不是Tsallis类型。由此产生的冻结参数，温度和化学势，是近似兼容的从玻尔兹曼-吉布斯统计推断。
英文摘要：
We discuss the possibility of implementing axiomatic nonextensive statistics, where it is conjectured that the phase-space volume determines the (non)extensive entropy, on the particle production at NICA energies. Both Boltzmann-Gibbs and Tsallis statistics are very special cases of this generic (non)extensivity. We conclude that the lattice thermodynamics is {\it ab initio} extensive and additive and thus the nonextensive approaches including Tsallis statistics categorically are not matching with them, while the particle production, for instance the particle ratios at various center-of-mass energies, is likely a nonextensive process but certainly not of Tsallis type. The resulting freezeout parameters, the temperature and the chemical potentials, are approximately compatible with the ones deduced from Boltzmann-Gibbs statistics.
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