Hexadecimal numeral system

SIMPLE

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Hexadecimal numeral system

Article "Hexadecimal numeral system" in Simple English Wikipedia has 18.831 points for quality and 14.8484 points for popularity. The article contains, among others metrics, 0 references and 5 sections.

This article has the best quality in English Wikipedia. Also, this article is the most popular in that language version.
SIM
70th place in the rating of Simple English Wikipedia.
2102nd place in the multilingual rating of all topics.

There are 51 language versions for this article in WikiRank database (of the considered 55 Wikipedia language editions).

Data as of March 1, 2019. Query time 0.6186 sec.

The table below shows the language versions of the article with the highest quality.

Languages with the highest quality

#LanguageQuality gradeQuality score
1English
Hexadecimal
60.5302
2Hindi
हेक्साडेसिमल (षोडश आधारी)
55.054
3German
Hexadezimalsystem
29.5971
4Polish
Szesnastkowy system liczbowy
27.1504
5Latin
Systema numericum sedecimale
26.1986

The following table shows the most popular language versions of the article.

The most popular languages

#LanguagePopularity gradePopularity score
1English
Hexadecimal
100
2German
Hexadezimalsystem
27.5929
3Spanish
Sistema hexadecimal
27.5554
4Russian
Шестнадцатеричная система счисления
15.445
5Simple English
Hexadecimal numeral system
14.8484

Scores

Quality:
Relative popularity among languages:

Interwiki

AR: نظام عد ستة عشريAZ: Onaltılıq say sistemiBE: Шаснаццатковая сістэма злічэнняBG: Шестнайсетична бройна системаCA: Sistema hexadecimalCS: Šestnáctková soustavaDA: Hexadecimale talsystemDE: HexadezimalsystemEL: Δεκαεξαδικό σύστημα αρίθμησηςEN: HexadecimalEO: Deksesuma nombrosistemoES: Sistema hexadecimalET: KuueteistkümnendsüsteemEU: Zenbaki-sistema hamaseitarFA: دستگاه اعداد پایه ۱۶FI: HeksadesimaalijärjestelmäFR: Système hexadécimalGL: Código hexadecimalHE: בסיס הקסדצימליHI: हेक्साडेसिमल (षोडश आधारी)HR: Heksadekadski brojevni sustavHU: Tizenhatos számrendszerHY: Հաշվարկման տասնվեցական համակարգID: HeksadesimalIT: Sistema numerico esadecimaleJA: 十六進法KK: Санаудың он алтылық жүйесіKO: 십육진법LA: Systema numericum sedecimaleMS: Nombor perenambelasanNL: HexadecimaalNN: SekstentalssystemetNO: SekstentallsystemetPL: Szesnastkowy system liczbowyPT: Sistema de numeração hexadecimalRO: Sistem hexazecimalRU: Шестнадцатеричная система счисленияSH: Heksadecimalni sistemSIMPLE: Hexadecimal numeral systemSK: Šestnástková sústavaSL: Šestnajstiški številski sistemSR: Хексадецимални системSV: Hexadecimala talsystemetTA: பதினறும எண் முறைமைTH: เลขฐานสิบหกTR: On altılı sayı sistemiUK: Шістнадцяткова система численняUR: اساس سولہ کا نظامVI: Hệ thập lục phânZH: 十六进制ZHMINNAN: Cha̍p-la̍k-chìn-hoat

Normalized quality metrics

Languages comparsion

Cumulative results

About WikiRank

The project is intended for automatic relative evaluation of the articles in the various language versions of Wikipedia. At the moment the service allows to compare over 38 million Wikipedia articles in 55 languages. Quality scores of articles are based on Wikipedia dumps from March, 2019. When calculating popularity, view statistics of articles for last month (February 2019) were taken into account.

You can also visit WikiRank.Live (previous version of the main tool), which can calculate quality and popularity based on current versions of Wikipedia articles in 7 languages.

It's planned to add different improvements to the project (such as adding to the analysis not only new quantitative characteristics, but also qualitative). In addition, it is planned to add estimates using machine learning algorithms and artificial intelligence, as well as based on the results of user comparison of specific multilingual information (for example, the WikiBest project). Please leave your comments and suggestions

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Quality and popularity formulas for the article Hexadecimal numeral system SIMPLE

$$Quality=1/c∑↙{i=1}↖c nm_i-RS=1/5(38.6+0+0+55.56+0)$$

where:

$$Popularity={tp(l)}/{tp(l^'_{tp})}×50+{sp(l)}/{sp(l^'_{sp})}×50=6315/42791×50+245/1640×50$$

where:

The results of the calculations may be slightly different because of rounded values of normalized metrics in formulas