Category:Difference between Adjacent Terms of Farey Sequence
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This category contains pages concerning Difference between Adjacent Terms of Farey Sequence:
Let $F_n$ be a Farey sequence of order $n$.
Let $\dfrac a b$ and $\dfrac c d$ be consecutive terms of $F_n$ such that $\dfrac a b < \dfrac c d$.
Then:
- $\dfrac c d - \dfrac a b = \dfrac 1 {b d}$
or equivalently:
- $b c - a d = 1$
Pages in category "Difference between Adjacent Terms of Farey Sequence"
The following 3 pages are in this category, out of 3 total.