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20110212 taocp 1.2.7
1.
TAOCP – 1.2.7
조화수 아꿈사 김성안 <wakeup01@gmail.com>
2.
정의
3.
발산 다음과 같은
하계가 존재하기 때문 즉, m이 1씩 증가함에 따라 적어도 ½씩 증가한다.
4.
간신히 발산 실수
지수 r이 단위원보다 클 때 모든 n에대해 유계이기 때문이다. 조화 급수가 100을 넘는데 필요한 항의 수15,092,688,622,113,788,323,693,563,264,538,101,449,859,497
5.
알려진 근사 크기
조금 더 자세한 어림 값 : 베르누이 수 : 오일러 상수
6.
리만제타 함수 r이
짝수 정수일 때
7.
합 공식 1
8.
합 공식 2
이항정리 부분합 망원급수
9.
합 공식 3
만일 x>0 이면, 이다. 여기서 이다.
10.
끝
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