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Regarding similarly ordered fractions in farey sequences

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#number-theory #analytic-number-theory #farey-sequences
132
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Proving a result related to Farey Sequence

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#number-theory #analytic-number-theory #farey-sequences
292
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A question combining Farey sequences and Lattice points

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#number-theory #elementary-number-theory #analytic-number-theory #farey-sequences
126
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Question 6th of Chapter -5 Apostol Modular functions and Dirichlet series in number theory

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#combinatorics #number-theory #analytic-number-theory #farey-sequences
22
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Description of Multicones with Farey intervals

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#hyperbolic-geometry #monoid #farey-sequences
52
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Farey sequences and quasicrystals

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#farey-sequences
222
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List of fractions $\dfrac{a}{b}$ with $ab < 1988$

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#number-theory #farey-sequences
410
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Mediant and arithmetic mean of several fractions

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#inequality #means #arithmetic-functions #farey-sequences
195
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Is the link between Stern's diatomic sequence and binary subsequences genuine or a coincidence with exceptions?

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#sequences-and-series #combinatorics #binary #farey-sequences
438
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If $ \displaystyle \frac{h}{k} $ and $ \displaystyle \frac{h'}{k'} $ are two consecutive terms of a Farey series, then $ h'k - hk' = 1 $

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#elementary-number-theory #farey-sequences
137
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Find a sequence (Sn) that for any a between [0,1] there is a subsequence of Sn that converges to a.

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#real-analysis #sequences-and-series #analysis #cauchy-sequences #farey-sequences
499
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Minimal $ab$ for Rational Number $a/b$ in an Interval

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#elementary-number-theory #rational-numbers #continued-fractions #farey-sequences
134
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Farey Sequence implemenatation

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#fractions #continued-fractions #farey-sequences
519
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How can I approximate a decimal with two fractions where denominator is less or equal to $d$

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#approximation #fractions #continued-fractions #farey-sequences
433
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Interesting approximation of distribution of numbers in a Farey sequence

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#sequences-and-series #approximation #farey-sequences

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