28. W. Wm. McGovern and Michelle Knox, Feebly projectable l-groups, to appear Alg. Universalis, accepted 2009.

27. Iberkleid, W., McGoverm, W. Wm., Classes of commutative clean rings, accepted 2009.

26. W. Iberkleid, W. Wm. McGovern, A natural equivalence for the category of coherent frames, to appear Algebra Universalis, accepted 2009.

25. Iberkleid, W., McGoverm, W. Wm., A generalization of the Jaffard-Ohm-Kaplansky Theorem, Alg. Univ., to appear.

24. Martinez, J. and McGovern, W. Wm., Free meets and atomic assemblies of frames, Alg. Universalis, to appear.

23. McGovern, W. Wm., Prufer domains with Clifford Class semigroup, J. Comm. Alg., to appear.

22. Knox, M. L., Levy, R., McGovern, W. Wm., and Shapiro, J. Generalizations of complemented rings and applications to rings of continuous functions, J. Alg. and its Appl., 8 (2009) no. 1.

21. Holland, W. C., J. Martinez, McGovern, W. Wm., and Tesemma, M. Bazzoni's Conjecture, J. Alg. 320 (2008), 1764-1768.

20. Knox, M. L., McGovern, W. Wm., Rigid extensions of l-groups of continuous functions, Czech. Math. Journal, 58(133) (2008), 993-1014.

19. McGovern, W. Wm., Bezout rings with almost stable range 1, J. Pure & Appl. Algebra, 212 (2008), 340-348.

18. McGovern, W. Wm., Puninski, G., and Rothmaler, Philipp, When every projective module is a direct sum of finitey generated modules, J. Algebra, 315, (2007) 454-481.

17. McGovern, W. Wm., Bezout SP-domains, Comm. Alg., 35, no. 5 (2007), 1777-1781.

16. Knox, M. L., McGovern, W. Wm., Feebly Projectable Algebraic Frames and Multiplicative Filters of Ideals, Appl. Categorical Structures, 15, no. 1-2 (2007), 3-17.

15. McGovern, W. Wm., Neat rings, J. Pure Applied Alg., 205 (2006) no.2, 243-265.

14. McGovern, W. Wm., A characterization of commutative clean rings, Int. J. Math. Game Theory Algebra, 15, no. 4 (2006), 403-413.

13. Gomez-Perez, J., McGovern, W. Wm., The m-topology on C(X) revisited, Top. Appl., 153 no. 11 (2006), 1838-1848.

12. Hager, A. W., Kimber, C. M., McGovern, W. Wm., Unique a-closure for some l-groups of rational valued functions, Czechoslovak Math. J. 55 (130) (2005), no. 2, 409--421.

11. McGovern, W. Wm., Rings of quotients of C(X) induced by points, Acta Math. Hungar. 105 (2004), no. 3, 215--230.

10. Hager, A. W., Kimber, C. M., McGovern, Warren Wm., Weakly least integer closed groups, Rend. Circ. Mat. Palermo (2) 52 (2003), no. 3, 453--480.

9. McGovern, W. Wm., Clean semiprime f-rings with bounded inversion, Comm. Algebra, 31 (2003), no. 7, 3295--3304.

8. Hager, A. W., Kimber, C. M., McGovern, Warren Wm., Least integer closed groups, Ordered Algebraic Structures, 245--260, Dev. Math., 7, Kluwer Acad. Publ., Dordrecht, 2002.

7. Martinez, J., McGovern, W. Wm., When the maximum ring of quotients of C(X) is uniformly complete, Topology Appl. 116 (2001), no. 2, 185--198.

6. McGovern, W. Wm., Free topological groups of weak P-spaces, Topology Appl. 112 (2001), no. 2, 175--180.

5. Martinez, J., McGovern, W. Wm., Rings of quotients of f-rings by Gabriel filters of ideals, Comm. Algebra 27 (1999), no. 7, 3495--3511.

4. Finn, R. T., Martinez, J., McGovern, W. Wm., The separated cellularity of a topological space and finite separation spaces, Special issue in honor of W. W. Comfort (Curacao, 1996). Topology Appl. 97 (1999), no. 1-2, 165--174.

3. McGovern, W. Wm., Singular f-rings which are &alpha-G.C.D. rings, Topology Appl. 88 (1998), no. 3, 199--205.

2. Finn, R. T., Martinez, J., McGovern, W. Wm., The global dimension of an f-ring via its space of minimal prime ideals, Comm. Algebra 25 (1997), no. 3, 905--921.

1. Finn, R. T., Martinez, J., McGovern, W. Wm., Commutative singular f-rings, Ordered Algebraic Structures (Curaçao, 1995), 149--166, Kluwer Acad. Publ., Dordrecht, 1997.