Why do we call it ‘ mathematics ‘? What is the exact meaning of mathematics?
One theory is that mathematicians like to work with Blackboard and chalk and therefore also put a lot of time in erase.So they are automatically able to do so in;-)
Simon Stevin[1 was a Flemish mathematician and language purist, who decided that the Latin term ‘ mathematica ‘ needed a translation into Dutch.That struck and that’s why we call it ‘ mathematics ‘. The Latin term is a loan word from Ancient Greek (‘ μαθηματική τέχνη ‘) That means the ‘ art of knowing ‘. The syllable ‘ wis ‘ is also in ‘ Gewis ‘ where it is connected with ‘ sure ‘; ‘ Mathematics ‘ is therefore a rather literal translation of a denomination that goes back at least 25 centuries — although you can also say ‘ science ‘. The reason the ancient Greeks called Mathematics is that mathematics was about the only things we absolutely knew. That has never changed.
Footnotes
MATHEMATICS (MATHEMATICA)
- N.
Van der Sijs (2010-2015), Dutch words worldwide
Mathematics ‘ Mathematica ‘-> German dialect † Wißkünde ‘ Mathematica ‘; Papiamento Mathematics ‘ Mathematica as a school course ‘.
Philippa and others (2003-2009) Etymological Dictionary of Dutch
Mathematics (Zn).: ‘ Mathematica ‘
Mathematics Mathematica in
A gheslaughter of overphysics, of physics, of mathematics (in the margin “Metaphysica.
Physics. Mathesis. “) [1657; Clauberg.
Scholarly composition of → erase ‘ sure ‘ and → – science ‘ sciences ‘.
Mathematics pushed the older word wiskunst ‘ Mathematica ‘, previously wisconst
Mathematics: Zn.: ‘ Mathematica ‘ d.d. 1586
Mathematics S. NW.
Scientiskap What those Eienskappe of numbers and figure study.
From NDL.
Mathematics (1738), ‘ n same theorem of clear ‘ seker be ‘ and ‘ science ‘.First drawing in Afr. In Patrioanswer book (1902).
Van der Sijs (2001), CHRONOLOGICAL DICTIONARY
Mathematics * Mathematica 1711 [Picarta: Title of François Halma
Mathematics (Zn).: ‘ Mathematica ‘
\xa0{1711, cf.
wisconste 1586} of WIS + Kunde.
Van Wijk (1936 [1912), FRANCK’s ETYMOLOGICAL DICTIONARY of NEDERLANDSCHE TAAL
Mathematics z NW. WIS-Konste.Scholar.
Vercoullie (1925), CONCISE ETYMOLOGICAL DICTIONARY OF NEDERLANDSCHE TAAL
Mathematics (v. Zn)
De Wisse Kunde; Vergel.Fr. les sciences exactes.
Note
Intr.By the mathematician and language purist Simon Stevin (1548-1620).
Wiskunst and Mathematics were initially interpreted more broadly than nowadays.”Applied mathematics” also fell under: perspective, navigation, optics, etc.
[Lit.: J. Clauberg (1657), Redenkonst, Amsterdam, 55; A. de Graaf (1694), the whole mathesis of Wiskonst, Amsterdam