强子多重数分布的高阶积分关联的质量效应

The Mass Effect of High Order Integral Calculus Connection of Hadrons Multiple Number Distribution

本文通过利用Bose强子的倒易统计起伏和质量与电荷证认数据来改进构造多重数分布的高阶积分关联的质量效应的研究,不仅质量效应被明显地揭示出来,而且说明高阶关联的实验数据,积分关联参数、奇斜度、峭度和统计矩是质量效应的理论基础,同时半群对称性的兰道不等式也得到了实验的支持。从而也得出多重数的分布,能量.动量分布及其动力学关联中存在量子场反常维度效应(AD效应)。

Through making use of the reciprocal statistical fluctuation and the confirmed experimental data of the mass and charge of Bose hadrons, to improve the research of the mass effect of the high order integral calculus connection of hadrons multiple number distribution. Not only mass effect was abviously discovered, but also explained that the experiment data of the high order connection, integral calculus connection parameter, skewness, kurtosis and statistical moments the theories foundation of the mass effect. At the same time, Landau inequality of symmetrical of half group also had been supportted by experiment. Thus hadrons multiple number distribution was got and an abnomal dimension effect of the quanta feild （AD effect） was certified existing in the energy and momentum distribution and its dynamics connection.