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rational approximation

Vertaling van "rational approximation" in Koreaans

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합리적인 근사치
Polynomial and rational approximation.
다항식과 합리적인 근사치.
Not only did he use rational approximation, but Luke also developed series expansions as an approximation method.
뿐만 아니라니까 그는 합리적인 근사치를 사용하지만, 루크는 근사치 방법으로 일련의 확장을 개발했다.
He gave the rational approximation 355/113 to in his text Zhui shu (Method of Interpolation), which is correct to 6 decimal places. He also proved that 3.1415926<π<3.1415927
그는 합리적인 근사치 355/ 113 자신의 텍스트 Zhui 슈 (보간의 방법), 이는 6 소수점 자리수가 정확한지 년에했다.
In addition to his work on the measure of transcendence of numbers, Feldman also produced many results strengthening Liouville's theorem on the rational approximation of algebraic numbers.
숫자의 초월의 측정에 그의 작품에 덧붙여, 펠드만도 Liouville '대수적 숫자의 합리적인 근사치에 정리 s 강화 많은 결과를 생산.
Since his book is lost we will never know exactly how he found the rational approximation 355/113 from the decimal approximation.
이후 그의 책은 우리가 정확하게 어떻게 합리적인 근사치 355/ 113 소수점 근사치에서 찾았는지 절대 손실됩니다.
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Synoniemen voor rational approximation in het Engels

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