——Quarks in quantum chromodynamics.—— In inequality |X1|~|X2|~|X3| it is necessary to apply meanings u,d,s. Accordingly:

|X1|=u, |X2|=d, |X3|=s, because quarks u,d,s to have various quantum numbers. In equality |X1|=|X2|=|X3|=|X| it is necessary to apply meaninqs u,u,u. Accordingly:–

|X1|=u, |X2|=u, |X3|=u, because quarks u,u,u to have identical quantum numbers and directions. Matrixs of Gell-Mann (3×3) to form algebra ASU(3). Thus, in this way gauge theory, base on group SU(3), open approach for theory of Yang-Mills.Constrained quarks in groups SU(3)=(u,d,s) or SU(3)=(u,u,u) give possibility to approach for demonstration of Rieman hypothesis with other side. Fourth-display=>this metric siqnature(+—). Thanks!Sergei. ]]>

the starting set for i ranging from 1 to n,

you make a deterministic decomposition (we know the arrival) of the function. Then you remove an interval, and we will have a cos and sin function.

The limit at 0 is n ^ 2 – n / i for i ranging from 1 to n. ]]>

*[No. – T.]*

*[This will be corrected in the next version of the ms. -T]*