수학:정지_위상_근사

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수학:정지_위상_근사 [2026/06/13 08:14] – admin수학:정지_위상_근사 [2026/06/15 14:13] (current) – [참고문헌] admin
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 이므로 이 둘을 더하면 다음 결과를 얻는다: 이므로 이 둘을 더하면 다음 결과를 얻는다:
 $$J_0(r) \approx \sqrt{\frac{2}{\pi r}} \cos \left(r - \frac{\pi}{4} \right).$$ $$J_0(r) \approx \sqrt{\frac{2}{\pi r}} \cos \left(r - \frac{\pi}{4} \right).$$
 +
 +======함께 보기======
 +  * [[수학:라플라스의_방법|라플라스의 방법]]
 +  * [[수학:안장점_근사|안장점 근사]]
  
 ======참고문헌====== ======참고문헌======
   * Richard Chapling, [[https://rc476.user.srcf.net/asymptoticmethods/am_notes.pdf|Asymptotic Methods]].   * Richard Chapling, [[https://rc476.user.srcf.net/asymptoticmethods/am_notes.pdf|Asymptotic Methods]].
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