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In this paper, we study Dedekind domains D such that each proper localization DS of D is an half-factorial domain.
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참고문헌 (13)
참고문헌 신청
A. Grams / 1974 / The distribution of prime ideals of a Dedekind domain / Bull. Aus-tral. Math. Soc. 11 : 429 ~ 441
A. Zaks / 1980 / Half-factorial domains / Israel J. Math. 37 : 218 ~ 302
D.D. Anderson / 1984 / Locally factorial integral domains / J. alge-bra 90 : 265 ~ 283
D.D. Anderson / 1992 / Elasticity of factorization in integral do-mains / J. Pure Appl. Algebra 80 : 217 ~ 235
D.D. Anderson / 1992 / Factorization in integral domains, II / J. Algebra 152 : 78 ~ 93
A. Zaks / 1980 / Half-factorial domains / Israel J. Math. 37 : 218 ~ 302
D.D. Anderson / 1984 / Locally factorial integral domains / J. alge-bra 90 : 265 ~ 283
D.D. Anderson / 1992 / Elasticity of factorization in integral do-mains / J. Pure Appl. Algebra 80 : 217 ~ 235
D.D. Anderson / 1992 / Factorization in integral domains, II / J. Algebra 152 : 78 ~ 93
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