The masses of the three generations of charged leptons are known to completely satisfy Koide＇s mass relation,but the question remains of whether such a relation exists for neutrinos.In this paper,by considering the s...The masses of the three generations of charged leptons are known to completely satisfy Koide＇s mass relation,but the question remains of whether such a relation exists for neutrinos.In this paper,by considering the seesaw mechanism as the mechanism generating tiny neutrino masses,we show how neutrinos satisfy Koide＇s mass relation,on the basis of which we systematically give exact values of both left-and right-handed neutrino masses.展开更多
In this study, we discover a mass space defined by generalized Koide relations, named here as k-relations, and achieve some new symmetric relations. These relations can be further used to predict the fourth-generation...In this study, we discover a mass space defined by generalized Koide relations, named here as k-relations, and achieve some new symmetric relations. These relations can be further used to predict the fourth-generation quark masses in terms of dilation magnitude and angular rotation ratios in the general mass space. Thus far, no theory has been proposed that can constrain the number of generations of quarks; this theory naturally limits the number of generations of quarks.展开更多
基金Supported by National Natural Science Foundation of China(11275017,11172008,11173028)the financial support from Chinese Scholarship Council
文摘The masses of the three generations of charged leptons are known to completely satisfy Koide＇s mass relation,but the question remains of whether such a relation exists for neutrinos.In this paper,by considering the seesaw mechanism as the mechanism generating tiny neutrino masses,we show how neutrinos satisfy Koide＇s mass relation,on the basis of which we systematically give exact values of both left-and right-handed neutrino masses.
文摘In this study, we discover a mass space defined by generalized Koide relations, named here as k-relations, and achieve some new symmetric relations. These relations can be further used to predict the fourth-generation quark masses in terms of dilation magnitude and angular rotation ratios in the general mass space. Thus far, no theory has been proposed that can constrain the number of generations of quarks; this theory naturally limits the number of generations of quarks.
