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== Etymologia ==
== Etymologia ==
[[Daniel Cohen (ingeniarius)|Danny Cohen]] pro bytes ordinandis vocabula ''big-endian'' et ''little-endian'' in commentario anno [[1980]] prolato introduxit.<ref>[[Anglice]]: "which bit should travel first, the bit from the little end of the word, or the bit from the big end of the word? The followers of the former approach are called the Little-Endians, and the followers of the latter are called the Big-Endians."</ref><ref>Definitio etiam publicatur in ''[[IEEE Computer]]'', [http://ieeexplore.ieee.org/xpl/freeabs_all.jsp?arnumber=1667115 in fasciculo Octobris 1981].</ref><ref>
[[Daniel Cohen (ingeniarius)|Danny Cohen]] pro bytes ordinandis vocabula ''big-endian'' et ''little-endian'' in commentario anno [[1980]] prolato introduxit.<ref>[[Anglice]]: "which bit should travel first, the bit from the little end of the word, or the bit from the big end of the word? The followers of the former approach are called the Little-Endians, and the followers of the latter are called the Big-Endians."</ref><ref>Definitio etiam publicatur in ''[[IEEE Computer]]'', [http://ieeexplore.ieee.org/xpl/freeabs_all.jsp?arnumber=1667115 in fasciculo Octobris 1981].</ref><ref>
[http://internethalloffame.org/inductees/danny-cohen "Danny Cohen, Internet Hall of Fame Pioneer,"] The Internet Society.</ref> In hac technica politicaque rerum ordinis byte investigatione, haec nomina ''endian'' e ''[[Gulliver's Travels]],'' [[satura]] [[Ionathan Swift]] (1726), tractantur, in quo [[bellum civile]] erumpit de quaestione num magna aut parva [[ovum|ovi]] cocti pars sit perfringendi idonea pars, quod vicissim [[analogia]] est numerandi a fine qui bit significationis maximae aut bit significationis minimae continet.<ref>Ionathan Swift, [http://en.wikisource.org/wiki/Gulliver%27s_Travels/Part_I/Chapter_IV ''Gulliver's Travels''] (1726).</ref><ref>David Cary, [http://david.carybros.com/html/endian_faq.html ''Endian FAQ.'']</ref>
[http://internethalloffame.org/inductees/danny-cohen "Danny Cohen, Internet Hall of Fame Pioneer,"] The Internet Society.</ref> In hac technica politicaque rerum ordinis byte investigatione, haec nomina ''endian'' e ''[[Gulliver's Travels]],'' [[satura]] [[Ionathan Swift]] (1726), tractantur, in quo [[bellum civile]] erumpit de quaestione num magna aut parva [[ovum|ovi]] cocti pars sit perfringendi idonea pars, quod vicissim [[analogia]] est numerandi a fine qui bit significationis maximae aut bit significationis minimae continet.<ref>Ionathan Swift, [http://en.wikisource.org/wiki/Gulliver%27s_Travels/Part_I/Chapter_IV ''Gulliver's Travels''] (1726).</ref><ref>David Cary, [https://web.archive.org/web/20171109112101/http://david.carybros.com/html/endian_faq.html ''Endian FAQ.'']</ref>


== Notae ==
== Notae ==

Redactio novissime (die 1 Augusti 2023, hora 10:59) facta

Exemplar big-dndian.
Exemplar little-endian.

Endianness (Anglice; quasi 'finalitas' vel etiam 'finitudinalitas') est ordo sequentialis per quem bytes maioribus quantitatibus ordinantur cum in memoria computatrali ponantur vel cum trans nexus digitales transmittantur. Endianness res magni momenti in scientia computatrali est quia binae formae repugnantes in usu communi sunt: vocabula repraesentari possunt in forma big-endian aut little-endian, num bits vel bytes vel alia elementa a magno fine (bit significationis maximae) vel parvo fine (bit significationis minimae) ordinanda sint.

Danny Cohen pro bytes ordinandis vocabula big-endian et little-endian in commentario anno 1980 prolato introduxit.[1][2][3] In hac technica politicaque rerum ordinis byte investigatione, haec nomina endian e Gulliver's Travels, satura Ionathan Swift (1726), tractantur, in quo bellum civile erumpit de quaestione num magna aut parva ovi cocti pars sit perfringendi idonea pars, quod vicissim analogia est numerandi a fine qui bit significationis maximae aut bit significationis minimae continet.[4][5]

  1. Anglice: "which bit should travel first, the bit from the little end of the word, or the bit from the big end of the word? The followers of the former approach are called the Little-Endians, and the followers of the latter are called the Big-Endians."
  2. Definitio etiam publicatur in IEEE Computer, in fasciculo Octobris 1981.
  3. "Danny Cohen, Internet Hall of Fame Pioneer," The Internet Society.
  4. Ionathan Swift, Gulliver's Travels (1726).
  5. David Cary, Endian FAQ.

Bibliographia

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Nexus externi

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