Journal Papers

1. B. G. Kang and M. H. Park, Krull-dimension of the power series ring over a nondiscrete valuation domain is uncountable, J. Algebra 378 (2013), 12-21.

2. B. G. Kang, K. A. Loper, T. G. Lucas, M. H. Park, and P. T. Toan, The Krull dimension of power series rings over non-SFT rings, J. Pure Appl. Algebra 217 (2) (2013), 254-258.

3. Mi Hee Park, On the cardinality of star operations on a pseudo-valuation domain, Rocky Mountain J. Math. 42 (6) (2012), 1939-1951.

4. E. Houston, A. Mimouni, and M. H. Park, Noetherian domains which admit only nitely many star operations, J. Algebra 366 (2012), 78-93.

5. M. H. Park and F. Tartarone, Divisibility properties related to star-operations on integral domains, Int. Electron. J. Algebra 12 (2012), 53-74.

6. Mi Hee Park, Krull dimension and generic fibres for mixed polynomial and power series integral domains, J. Algebra 358 (2012), 51-66.

7. Mi Hee Park, Prfer v-multiplication domains and w-multiplicative canonical ideals, Comm. Algebra 40 (4) (2012), 1280-1292.

8. E. K. Lee and M. H. Park, On graded Krull overrings of a graded Noetherian domain, Bull. Korean Math. Soc. 49 (1) (2012), 205-211.

9. E. Houston, A. Mimouni, and M. H. Park, Integral domains which admit at most two star operations, Comm. Algebra 39 (5) (2011), 1907-1921.

10. C. H. Park and M. H. Park, Integral closure of a graded Noetherian domain, J. Korean Math. Soc. 48 (3) (2011), 449-464.

11. Mi Hee Park, Prime t-ideals in power series rings over a discrete valuation domain, J. Algebra 324 (12) (2010), 3401-3407.

12. Mi Hee Park, Krull dimension of power series rings over a globalized pseudo-valuation domain, J. Pure Appl. Algebra 214 (6) (2010), 862-866.

13. B. G. Kang and M. H. Park, Krull dimension of mixed extensions, J. Pure Appl. Algebra 213 (10) (2009), 1911-1915.

14. Mi Hee Park, Integral closure of graded integral domains, Comm. Algebra 35 (12) (2007), 3965-3978.

15. B. G. Kang and M. H. Park, SFT stability via power series extension over Prfer domains, Manuscripta Math. 122 (3) (2007), 353-363.

16. B. G. Kang and M. H. Park, A note on t-SFT-rings, Comm. Algebra 34 (9) (2006), 3153-3165.

17. M. Fontana and M. H. Park, On the star class group of a pullback, J. Algebra 292 (2) (2005), 516-539.

18. M. H. Park and F. Tartarone, Polynomial closure in essential domains, Manuscripta Math. 117 (1) (2005), 29-41.

19. Mi Hee Park, Group rings and semigroup rings over Strong Mori domains II, J. Algebra 275 (2) (2004), 771-780.

20. M. Fontana and M. H. Park, Star operations and pullbacks, J. Algebra 274 (1) (2004), 387-421.

21. M. H. Park and F. Tartarone, Strong Mori and Noetherian properties of integer-valued polynomial rings, J. Pure Appl. Algebra 186 (3) (2004), 297-309.

22. Mi Hee Park, Power series rings over Strong Mori domains, J. Algebra 270 (1) (2003), 361-368.

23. Mi Hee Park, Globalized pseudo-valuation domains of the form Int(D), Comm. Algebra 31 (3) (2003), 1131-1137.

24. D. D. Anderson, B. G. Kang, and M. H. Park, GCD domains and power series rings, Comm. Algebra 30 (12) (2002), 5955-5960.

25. B. G. Kang and M. H. Park, Completion of a globalized pseudo-valuation domain, Houston J. Math. 28 (4) (2002), 701-710.

26. Mi Hee Park, On overrings of Strong Mori domains, J. Pure Appl. Algebra 172 (1) (2002) 79-85.

27. Mi Hee Park, Group rings and semigroup rings over Strong Mori domains, J. Pure Appl. Algebra 163 (2001) 301-318.

28. B. G. Kang and M. H. Park, Completion of a Prfer domain, J. Pure Appl. Algebra 140 (1999) 125-135.

29. B. G. Kang and M. H. Park, A localization of a power series ring over a valuation domain, J. Pure Appl. Algebra 140 (1999) 107-124.

30. B. G. Kang and M. H. Park, On Mockor's question, J. Algebra 216 (2) (1999) 481-510.

31. D. D. Anderson, B. G. Kang, and M. H. Park, Anti-Archimedean rings and power series rings, Comm. Algebra 26 (1998) 3223-3238.

Preprints

1. Mi Hee Park, Prime t-ideals in polynomial and power series rings over a pseudo-valuation domain, submitted.

2. Mi Hee Park, Catenarian property of mixed polynomial and power series rings over a pullback, submitted.

3. E. Houston, A. Mimouni, and M. H. Park, Integrally closed domains with only finitely many star operations, submitted.

4. G. W. Chang, M. Fontana, and M. H. Park, Polynomial extensions of semistar operations, submitted.