REFERENCES
- Cahen , P.-J. , Chabert , J.-L. ( 1997 ). Integer-Valued Polynomials. Mathematical Surveys and Monographs, Vol. 48. American Mathematical Society. Providence, Rhode Island .
- Cahen , P.-J. , Gabelli , S. , Houston , E. ( 2000 ). Mori domains of integer-valued polynomials . J. Pure Appl. Alg. 153 : 1 – 15 .
- Cahen , P.-J. , Loper , A. , Tartarone , F. ( 2000 ). Integer-valued polynomials and Prüfer v-multiplication domains . J. Algebra 226 : 765 – 787 .
- Dobbs , D. , Houston , E. , Lucas , T. , Zafrullah , M. ( 1989 ). t-linked overrings and Prüfer v-multiplication domains . Comm. Alg. 17 : 2835 – 2852 .
- Dutton , P. ( 1978 ). Prime ideals attached to a module . Quart. J. Math. Oxford 29 : 403 – 413 .
- Elliott , J. ( 2007 ). Universal properties of integer-valued polynomial rings . J. Algebra 318 : 68 – 92 .
- Elliott , J. (2009). Some new approaches to integer-valued polynomial rings. In: Fontana , M. , Kabbaj , S. , Olberding , B. , Swanson , I. , eds. Commutative Algebra and Its Applications: Proceedings of the Fifth Interational Fez Conference on Commutative Algebra and Applications . New York : de Gruyter.
- Elliott , J. ( 2010 ). Functorial properties of star operations . Comm. Alg. 38 : 1466 – 1490 .
- Glaz , S. , Vasconcelos , W. ( 1977 ). Flat ideals II . Manuscripta Math. 22 : 325 – 341 .
- Houston , E. , Zafrullah , M. ( 1988 ). Integral domains in which every t-ideal is divisorial . Michigan Math. J. 35 : 291 – 300 .
- Kang , B. G. ( 1989 ). Prüfer v-multiplication domains and the ring R[X] N v . J. Alg. 123 : 151 – 170 .
- Park , M. H. , Tartarone , F. ( 2004 ). Strong Mori and Noetherian properties of integer-valued polynomial rings . J. Pure Appl. Alg. 186 : 297 – 309 .
- Rush , D. E. ( 1998 ). The conditions Int(R) ⊆ R S [X] and Int(R S ) = Int(R) S for integer-valued polynomials . J. Pure Appl. Alg. 125 : 287 – 303 .
- Tartarone , F. ( 1999 ). Integer-valued polynomials over Krull-type domains and Prüfer v-multiplication domains . Proc. Amer. Math. Soc. 128 : 1617 – 1625 .
- Zafrullah , M. ( 1990 ). Well behaved prime ideals . J. Pure Appl. Alg. 65 : 199 – 207 .
- Zafrullah , M. ( 2000 ). Putting t-invertibility to use. In: Non-Noetherian Commutative Ring Theory. Math. Appl., Vol. 520. Dordrecht: Kluwer Acad. Publishers .
- Communicated by I. Swanson.