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Entropy as the geometric mean of partitioning: A pedagogical derivation from effective state counting
- Kim, Kyongwan;
- Kwon, Gyeong-Pil;
- Lee, Jinho
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Using an effective state-counting approach, we show that entropy emerges as the logarithm of an effective number of states obtained from the weighted geometric mean of the inverse probabilities 1/pi.
- 제목
- Entropy as the geometric mean of partitioning: A pedagogical derivation from effective state counting
- 저자
- Kim, Kyongwan; Kwon, Gyeong-Pil; Lee, Jinho
- 발행일
- 2026-10
- 유형
- Editorial Material
- 권
- 94
- 호
- 10
- 페이지
- 940 ~ 942
- 언어
- ENG
- 출판사
- American Association of Physics Teachers
- 발행국가
- 미국
- 분량
- 3 페이지
- ISSN
- E 1943-2909
P 0002-9505