Analysis numerica est pars mathematicae adhibitae ubi coluntur algorithmi ad problemata continua solvenda, hoc est, problemata in quibus quantitates sunt numeri reales aut complexi (quae sunt problemata analysis).
Quamquam bene est problemata exacte solvere, potest melius esse approximationem habere, si celerius computari potest.
Periti Babylonici numeros irrationales calculabant cum diagonales quadratas mensurarent. Sciebant aequationes quadraticas resolvere et magnitudines laterum figurarum regularium calculare.
Aegypti quoque quantitates irrationales calculabant.
Quamquam Babyloni et Aegypti algorithmos habebant et sciebant calculare, mathematici Graeci regulas generales invenerunt, et demonstraverunt has regulas correctas esse.
Mathematici hodierni non solum theoremata sed etiam methodos numericas inveniunt. Isaacus Newtonus algorithmum proponit ad integrale approximandum. Carolus Fridericus Gauss plurimos algorithmos numericos creavit.
Computatris potest plura et celerius calculare.
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