#digraphs — Public Fediverse posts

I use the Vim digraphs feature to enter, mainly French accent characters, into Vim files (usually when creating translation documents). Does anyone know if there is an equivelant when using the Linux Bash terminal? #vim #bash #linux #digraphs

Riffs and Rotes • Happy New Year 2023
• https://inquiryintoinquiry.com/2023/01/01/riffs-and-rotes-happy-new-year-2023/

\( \text{Let} ~ p_n = \text{the} ~ n^\text{th} ~ \text{prime}. \)

\( \text{Then} ~ 2023=7\cdot{17}^2=p_{4}p_{7}^2=p_{{p_1}^{p_1}}p_{p_4}^{p_1} =p_{{p_1}^{p_1}}p_{p_{{p_1}^{p_1}}}^{p_1} \)

No information is lost by dropping the terminal 1s. Thus we may write the following form.

\[ 2023=p_{p^p} p_{p_{p^p}}^p \]

Forms like these correspond to a family of #Digraphs called #Riffs and a family of #Graphs called #Rotes.

#GraphTheory #NumberTheory #Primes #PrimeNumbers #RiffsAndRotes

Riffs and Rotes • Happy New Year 2023
• https://inquiryintoinquiry.com/2023/01/01/riffs-and-rotes-happy-new-year-2023/

\( \text{Let} ~ p_n = \text{the} ~ n^\text{th} ~ \text{prime}. \)

\( \text{Then} ~ 2023=7\cdot{17}^2=p_{4}p_{7}^2=p_{{p_1}^{p_1}}p_{p_4}^{p_1} =p_{{p_1}^{p_1}}p_{p_{{p_1}^{p_1}}}^{p_1} \)

No information is lost by dropping the terminal 1s. Thus we may write the following form.

\[ 2023=p_{p^p} p_{p_{p^p}}^p \]

Forms like these correspond to a family of #Digraphs called #Riffs and a family of #Graphs called #Rotes.

#GraphTheory #NumberTheory #Primes #PrimeNumbers #RiffsAndRotes

Riffs and Rotes • Happy New Year 2023
• https://inquiryintoinquiry.com/2023/01/01/riffs-and-rotes-happy-new-year-2023/

\( \text{Let} ~ p_n = \text{the} ~ n^\text{th} ~ \text{prime}. \)

\( \text{Then} ~ 2023=7\cdot{17}^2=p_{4}p_{7}^2=p_{{p_1}^{p_1}}p_{p_4}^{p_1} =p_{{p_1}^{p_1}}p_{p_{{p_1}^{p_1}}}^{p_1} \)

No information is lost by dropping the terminal 1s. Thus we may write the following form.

\[ 2023=p_{p^p} p_{p_{p^p}}^p \]

Forms like these correspond to a family of #Digraphs called #Riffs and a family of #Graphs called #Rotes.

#GraphTheory #NumberTheory #Primes #PrimeNumbers #RiffsAndRotes

Riffs and Rotes • Happy New Year 2023
• https://inquiryintoinquiry.com/2023/01/01/riffs-and-rotes-happy-new-year-2023/

\( \text{Let} ~ p_n = \text{the} ~ n^\text{th} ~ \text{prime}. \)

\( \text{Then} ~ 2023=7\cdot{17}^2=p_{4}p_{7}^2=p_{{p_1}^{p_1}}p_{p_4}^{p_1} =p_{{p_1}^{p_1}}p_{p_{{p_1}^{p_1}}}^{p_1} \)

No information is lost by dropping the terminal 1s. Thus we may write the following form.

\[ 2023=p_{p^p} p_{p_{p^p}}^p \]

Forms like these correspond to a family of #Digraphs called #Riffs and a family of #Graphs called #Rotes.

#GraphTheory #NumberTheory #Primes #PrimeNumbers #RiffsAndRotes

Riffs and Rotes • Happy New Year 2023
• https://inquiryintoinquiry.com/2023/01/01/riffs-and-rotes-happy-new-year-2023/

\( \text{Let} ~ p_n = \text{the} ~ n^\text{th} ~ \text{prime}. \)

\( \text{Then} ~ 2023=7\cdot{17}^2=p_{4}p_{7}^2=p_{{p_1}^{p_1}}p_{p_4}^{p_1} =p_{{p_1}^{p_1}}p_{p_{{p_1}^{p_1}}}^{p_1} \)

No information is lost by dropping the terminal 1s. Thus we may write the following form.

\[ 2023=p_{p^p} p_{p_{p^p}}^p \]

Forms like these correspond to a family of #Digraphs called #Riffs and a family of #Graphs called #Rotes.

#GraphTheory #NumberTheory #Primes #PrimeNumbers #RiffsAndRotes

Is support for #digraphs broken in #java?

Given the same locale, java.text package will take digraphs into account when sorting, but ignores them when iterating over language specific letters.

For example, given a Czech locale, word hoch (boy) is split into |h|o|ch| when sorting & into |h|o|c|h| when iterating over letters.

This inconsistency looks like a bug to me but I haven't found any discussion / issue tracker for it. Is this a know issue? Or is it just something that nobody cares about?