By using the triangle △(os) ⃗ complex vector diagonal, the integer composite is completely transformed into the real value R of the complex number C on the complex plane, losing the countability of the power base (family root, later real root) and sequence [12] pg191, and is not compatible with the mathematical form structure of the distribution law of prime integers. This is also an important reason why the Riemann hypothesis has not been proven for a long time.So, using ({(p_α^2 ) ́ }∪{(ε^2 ) ́ })={φ_α } The difference between the integer "slope" and the use of right triangle (os ) ⃗complex real number vector "hypotenuse" results in the causal difference between simple and complex, accurate and approximate.