[[분자,numerator]] [[분모,denominator]] <- esp for '''분수'''용어? or 피제수, 제수 <- esp for [[나눗셈,division]] 용어? (내생각) 약분 - curr [[캔슬레이션,cancellation]] KmsK:약분 밀접: [[비,ratio]]? =,ratio { https://www.britannica.com/science/ratio https://simple.wikipedia.org/wiki/Ratio } <> = Sub = == arithmetic fraction == '''arithmetic fraction''' 산술적분수? WtEn:arithmetic_fraction Up: [[산술,arithmetic]] == algebraic fraction == '''algebraic fraction''' 대수적분수? WtEn:algebraic_fraction [[WpSp:Algebraic_fraction]] = https://simple.wikipedia.org/wiki/Algebraic_fraction [[WpEn:Algebraic_fraction]] = https://en.wikipedia.org/wiki/Algebraic_fraction ([[Date(2023-10-26T12:24:23)]] 첫문단) "In algebra, an algebraic fraction is a fraction whose numerator and denominator are algebraic expressions. Two examples of algebraic fractions are $\frac{3x}{x^2+2x-3}$ and $\frac{\sqrt{x+2}}{x^2-3}.$ Algebraic fractions are subject to the same laws as [[arithmetic fraction]]s. { arithmetic_fraction } == 기약분수 irreducible fraction == https://namu.wiki/w/기약분수?from=진분수 irreducible fraction https://librewiki.net/wiki/기약분수 == 가약분수 == Ndict:가약분수 == 연분수 continued fraction == https://namu.wiki/w/연분수 continued fraction 3. 근사분수 convergents 4. 여러 무리수의 연분수 전개 [[전개,expansion]] https://librewiki.net/wiki/연분수 Ndict:연분수 Ggl:연분수 === 연분수전개 === [[연분수전개]] =연분수전개, { ... Ndict:연분수전개 Ggl:연분수전개 } Ndict:연분수전개 Ggl:연분수전개 전개,expansion (VG: 전개,expansion ) [[continued_fraction_expansion]]? == 가분수 / 진분수 / 대분수 / 번분수 (여기 나열할 필요 있나...) == https://namu.wiki/w/가분수 https://namu.wiki/w/번분수 complex fraction == 부분분수 == == field of fractions 분수체 == field_of_fractions { field of fractions 분수체 MKL ring_of_fractions integral_domain ring_of_integers rational_field field_of_fractions polynomial_ring Inter: MathWorld:FieldofFractions = https://mathworld.wolfram.com/FieldofFractions.html https://encyclopediaofmath.org/wiki/Field_of_fractions https://ncatlab.org/nlab/show/field+of+fractions .... Ggl:"field of fractions" ''QQQ fraction_field 라고 해도 ok?'' WpEn:fraction_field -> redirected. Ggl:"fraction.field" Up: [[체,field]] } = MKL = == division == [[나눗셈,division]] =나눗셈,division =,division 나눗셈 division { //via KmsE:div 일부 WtEn:division WpSp:division WpEn:Division [[https://terms.naver.com/entry.naver?docId=4125192&cid=60207&categoryId=60207 수학백과 나눗셈]] { 에서 을 나누어지는 수(dividend), 을 나누는 수(divisor)라고 하며, 는 ( 을 으로 나눈) 몫(quotient)이라고 한다. MKL [[나눗셈환,division_ring]] } Up: [[사칙연산]] } == cancellation == cancellation = TOPICS TBW !! = [[부분분수]] Srch:부분분수 Ndict:부분분수 Ggl:부분분수 [[부분분수분해]] Srch:부분분수분해 Ndict:부분분수분해 Ggl:부분분수분해 ---- [[Namu:분수(수학)]] = https://namu.wiki/w/분수(수학) = https://namu.wiki/w/분수%28수학%29 [[Libre:분수_(수학)]] = https://librewiki.net/wiki/분수_(수학) = https://librewiki.net/wiki/분수_%28수학%29 [[WpKo:분수_(수학)]] = https://ko.wikipedia.org/wiki/분수_(수학) [[WpSp:Fraction_(mathematics)]] = https://simple.wikipedia.org/wiki/Fraction_(mathematics) [[WpEn:Fraction]] = https://en.wikipedia.org/wiki/Fraction [[WpJa:分数]] = https://ja.wikipedia.org/wiki/分数 https://www.britannica.com/science/fraction https://encyclopediaofmath.org/wiki/Fraction ---- Up: [[산술,arithmetic]]