# chapter\_10

- [초기값 문제(IVP)의 정의와 중요성](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1001.md)
- [오일러(Euler) 방법과 지역 오차](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1002.md)
- [개선 오일러(Modified Euler), 중점(Midpoint) 공식](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1003.md)
- [2차·4차 룬게-쿠타(Runge-Kutta) 방법](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1004.md)
- [고차 룬게-쿠타 방법의 개념과 응용](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1005.md)
- [멀티스텝(Multistep) 방법: Adams-Bashforth·Adams-Moulton](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1006.md)
- [Predictor-Corrector 방식](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1007.md)
- [강건성(Stiffness) 문제와 해법](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1008.md)
- [자동 스텝 크기 조절(Adaptive Step Size)](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1009.md)
- [안정영역(Stability Region) 분석](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1010.md)
- [선형계 ODE에 대한 해석적·수치적 비교](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1011.md)
- [비선형 시스템 해법과 수치 시뮬레이션](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1012.md)
- [고차 미분방정식의 일차계 변환](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1013.md)
- [경계값 문제(BVP) 개요 및 Shooting 방법](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1014.md)
- [ODE 솔버(Solver) 선택 및 알고리즘 구현 이슈](/booil-jung/docs/math/introductions_to_numerical_analysis/chapter_10/1015.md)