Equal-step tuning: Difference between revisions
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Thus they are complementary in the ratio <math>R_n=\dfrac{n+1}{n-1}</math>. | Thus they are complementary in the ratio <math>R_n=\dfrac{n+1}{n-1}</math>. | ||
For each <math>n\ge 2</math> consider the three divisions of <math>R_n</math> where low errors appears for <math>S_n</math> and <math>B_n</math>: | For each <math>n\ge 2</math> consider the three divisions of <math>R_n</math> where low errors appears for <math>S_n</math> and <math>B_n</math> as a converging sequence and pattern: | ||
* '''Alpha:''' <math>k_\alpha=2n-1</math> | * '''Alpha:''' <math>k_\alpha=2n-1</math> | ||
* '''Beta:''' <math>k_\beta=2n+1</math> | * '''Beta:''' <math>k_\beta=2n+1</math> | ||