V. Barucci, D. E. Dobbs and M. Fontana, Maximality properties in numerical
semigroups and applications to one-dimensional analytically irreducible local
domains, Mem. Amer. Math. Soc., 125(598) (1997), x+78 pp.
H. Bass, On the ubiquity of Gorenstein rings, Math. Z., 82 (1963), 8-28.
E. G. Houston, A. Mimouni and M. H. Park, Integral domains which admit at
most two star operations, Comm. Algebra, 39(5) (2011), 1907-1921.
E. G. Houston, A. Mimouni and M. H. Park, Noetherian domains which admit
only nitely many star operations, J. Algebra, 366 (2012), 78-93.
E. G. Houston, A. Mimouni and M. H. Park, Integrally closed domains with
only nitely many star operations, Comm. Algebra, 42(12) (2014), 5264-5286.
E. Houston, A. Mimouni and M. H. Park, Star operations on overrings of
Noetherian domains, J. Pure Appl. Algebra, 220(2) (2016), 810-821.
E. Houston, A. Mimouni and M. H. Park, Star operations on overrings of
Prufer domains, Comm. Algebra, 45(8) (2017), 3297-3309.
E. G. Houston and M. H. Park, A characterization of local Noetherian domains
which admit only nitely many star operations: The innite residue eld case,
J. Algebra, 407 (2014), 105-134.
J. Jager, Langenberechnung und kanonische Ideale in eindimensionalen Ringen,
Arch. Math. (Basel), 29(5) (1977), 504-512.
E. Kunz, The value-semigroup of a one-dimensional Gorenstein ring, Proc.
Amer. Math. Soc., 25 (1970), 748-751.
E. Kunz, Beispiel: Die kanonische Idealklasse eines eindimensionalen Cohen-
Macaulay-Rings, 103, Lecture Notes in Math., Vol. 238, Springer, Berlin,
(1971), 17-24.
T. Matsuoka, On the degree of singularity of one-dimensional analytically irreducible
Noetherian local rings, J. Math. Kyoto Univ., 11 (1971), 485-494.
J. C. Rosales and P. A. Garca-Sanchez, Numerical Semigroups, Developments
in Mathematics, 20, Springer, New York, 2009.
D. Spirito, Star operations on numerical semigroups, Comm. Algebra, 43(7)
(2015), 2943-2963.
B. White, Star Operations and Numerical Semigroup Rings, Ph.D. thesis, The
University of New Mexico, 2014.
V. Barucci, D. E. Dobbs and M. Fontana, Maximality properties in numerical
semigroups and applications to one-dimensional analytically irreducible local
domains, Mem. Amer. Math. Soc., 125(598) (1997), x+78 pp.
H. Bass, On the ubiquity of Gorenstein rings, Math. Z., 82 (1963), 8-28.
E. G. Houston, A. Mimouni and M. H. Park, Integral domains which admit at
most two star operations, Comm. Algebra, 39(5) (2011), 1907-1921.
E. G. Houston, A. Mimouni and M. H. Park, Noetherian domains which admit
only nitely many star operations, J. Algebra, 366 (2012), 78-93.
E. G. Houston, A. Mimouni and M. H. Park, Integrally closed domains with
only nitely many star operations, Comm. Algebra, 42(12) (2014), 5264-5286.
E. Houston, A. Mimouni and M. H. Park, Star operations on overrings of
Noetherian domains, J. Pure Appl. Algebra, 220(2) (2016), 810-821.
E. Houston, A. Mimouni and M. H. Park, Star operations on overrings of
Prufer domains, Comm. Algebra, 45(8) (2017), 3297-3309.
E. G. Houston and M. H. Park, A characterization of local Noetherian domains
which admit only nitely many star operations: The innite residue eld case,
J. Algebra, 407 (2014), 105-134.
J. Jager, Langenberechnung und kanonische Ideale in eindimensionalen Ringen,
Arch. Math. (Basel), 29(5) (1977), 504-512.
E. Kunz, The value-semigroup of a one-dimensional Gorenstein ring, Proc.
Amer. Math. Soc., 25 (1970), 748-751.
E. Kunz, Beispiel: Die kanonische Idealklasse eines eindimensionalen Cohen-
Macaulay-Rings, 103, Lecture Notes in Math., Vol. 238, Springer, Berlin,
(1971), 17-24.
T. Matsuoka, On the degree of singularity of one-dimensional analytically irreducible
Noetherian local rings, J. Math. Kyoto Univ., 11 (1971), 485-494.
J. C. Rosales and P. A. Garca-Sanchez, Numerical Semigroups, Developments
in Mathematics, 20, Springer, New York, 2009.
D. Spirito, Star operations on numerical semigroups, Comm. Algebra, 43(7)
(2015), 2943-2963.
B. White, Star Operations and Numerical Semigroup Rings, Ph.D. thesis, The
University of New Mexico, 2014.
Spirito, D. (2019). STAR OPERATIONS ON KUNZ DOMAINS. International Electronic Journal of Algebra, 25(25), 171-185. https://doi.org/10.24330/ieja.504142
AMA
Spirito D. STAR OPERATIONS ON KUNZ DOMAINS. IEJA. Ocak 2019;25(25):171-185. doi:10.24330/ieja.504142
Chicago
Spirito, Dario. “STAR OPERATIONS ON KUNZ DOMAINS”. International Electronic Journal of Algebra 25, sy. 25 (Ocak 2019): 171-85. https://doi.org/10.24330/ieja.504142.
EndNote
Spirito D (01 Ocak 2019) STAR OPERATIONS ON KUNZ DOMAINS. International Electronic Journal of Algebra 25 25 171–185.
IEEE
D. Spirito, “STAR OPERATIONS ON KUNZ DOMAINS”, IEJA, c. 25, sy. 25, ss. 171–185, 2019, doi: 10.24330/ieja.504142.
ISNAD
Spirito, Dario. “STAR OPERATIONS ON KUNZ DOMAINS”. International Electronic Journal of Algebra 25/25 (Ocak 2019), 171-185. https://doi.org/10.24330/ieja.504142.
JAMA
Spirito D. STAR OPERATIONS ON KUNZ DOMAINS. IEJA. 2019;25:171–185.
MLA
Spirito, Dario. “STAR OPERATIONS ON KUNZ DOMAINS”. International Electronic Journal of Algebra, c. 25, sy. 25, 2019, ss. 171-85, doi:10.24330/ieja.504142.
Vancouver
Spirito D. STAR OPERATIONS ON KUNZ DOMAINS. IEJA. 2019;25(25):171-85.