@MISC{_unmattercombinations., author = {}, title = {UNMATTER Combinations.}, year = {} }

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Abstract

Hence, for combinations of n quarks and antiquarks, n ≥ 2, prevailing the colorless, we have the following unmatter possibilities:- if n = 2, we have: qa (biquark – for example the mesons and antimessons);- if n = 3, we have qqq, aaa (triquark – for example the baryons and antibaryons);- if n = 4, we have qqaa (tetraquark);- if n = 5, we have qqqqa, aaaaq (pentaquark);- if n = 6, we have qqqaaa, qqqqqq, aaaaaa (hexaquark);- if n = 7, we have qqqqqaa, qqaaaaa (septiquark);- if n = 8, we have qqqqaaaa, qqqqqqaa, qqaaaaaa (octoquark);- if n = 9, we have qqqqqqqqq, qqqqqqaaa, qqqaaaaaa, aaaaaaaaa (nonaquark); Zip Publishing- if n = 10, we have qqqqqaaaaa, qqqqqqqqaa, qqaaaaaaaa