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WEAKLY PRIME IDEALS IN COMMUTATIVE SEMIGROUPS
- Anderson, D. D.;
- Chun, Sangmin;
- Juett, Jason R.
Citations
WEB OF SCIENCE
1Citations
SCOPUS
2초록
Let S be a commutative semigroup with 0 and 1. A proper ideal P of S is weakly prime if for a, b is an element of S, 0 not equal ab is an element of P implies a is an element of P or b is an element of P. We investigate weakly prime ideals and related ideals of S. We also relate weakly prime principal ideals to unique factorization in commutative semigroups.
키워드
weakly prime ideal; prime ideal; commutative semigroup; RINGS
- 제목
- WEAKLY PRIME IDEALS IN COMMUTATIVE SEMIGROUPS
- 저자
- Anderson, D. D.; Chun, Sangmin; Juett, Jason R.
- 발행일
- 2019-07
- 유형
- Article
- 저널명
- 대한수학회보
- 권
- 56
- 호
- 4
- 페이지
- 829 ~ 839