1-M, MLH
Commutative rings, ideal theory, abstract ideal theory
1. A-transforms and Hilbert functions on local lattices, Trans. Amer. Math. Soc. 137(1966), 125--139
2. Representable distributive Noether lattices, Pacific J. Math. 28(1969), 561--564 (w/J.P.Lediaev)
3. Lattice modules over semi-local Noether lattices, Fund. Math. 68(1970), 187--201 (w/J.Johnson)
4. M-primary elements of a local Noether lattice, Canad. J. Math. 22(1970), 327--331 (w/J. Johnson)
5. A structural approach to Noether lattices, Canad. J. Math. 22(1970), 657--665 (w/J.Johnson)
6. Normal decompositions in systems without the ascending chain condition, h/Mich. Math. J. 17(1970), 143--148 (w/J. Lediaev)
7. Join principal elements and the principal idea theorem, Mich. Math. J.,17(1970), 255--256 (w/ J. Lediaev)
8. Quasi-Noetherian x-systems, Acta Math. 21(1970), 335-339 (w/J. Lediaev)
9. Structure and embedding theorems for unique normal decomposition lattices, Fund. Math. LXX(1971), 345-251 (w/J. Lediaev \& J. Johnson)
10. A new characterization of Dedekind domains, Proc. Amer. Math. Soc.28(1971), 63-64 (w/J. Lediaev)
11. Structure of Noether lattices with join principal maximal elements, Pacific J. Math. 37(1971), 101-108 (w/J. Lediaev)
12. Join principal elements in Noether lattices, Proc. Amer. Math. Soc. 36(1972), 73-78 (w/ J. Lediaev)
13. Prime sequences and distributivity in local Noether lattices, Fund. Math. LXXVI(1974), 149-156 (w/M. Detlefsen)
14. Weak join principal element lattices, Alg. Univ. 6(1976), 377-381 (w/ D. Anderson)
15. Arithmetically embeddable local Noether lattices, Mich. Math. J. 23(1976), 177-184 (w/D. Anderson)
16. Noether lattices representable as quotients of monomially generated ideals of polynomial rings, Canad. J. Math. 31(1979), 789-799 (w/D. Anderson \& J. Johnson)
17. Unique factorization and small regular local Noether lattices, J. Algebra 59(1979), 260-262 (w/D. Anderson)
18. Some ideal-theoretic conditions on a Noetherian ring, Houston J. Math. 7(1981), 1-10 (w/ D. Anderson)
19. Noether lattices: some constructions and decompositions, Fund. Math. CXIV(1981), 11-16 (w/D. Anderson \&A. Boals)
20. Structure and embedding theorems for small strong \symbol{126}r-lattices, Algebra Univ. 16(1983), 147-152 (w/ D. Anderson \& J. Johnson
21. Join principally generated multiplicative lattices, Algebra Univ.. 19(1984), 74-82 (w/D. Anderson)
22. Ideal theory in commutative semigroups, Semigroup Forum 30(1984), 127158 (w/ D. Anderson)
23. A new characterization of Dedekind domains, Glasgow Math. J. 28(1986), 237-239 (w/ D. Anderson)
24. Primary factorization in semigroups, Czech. Math. J. 36(1986), 18\symbol{126}184
25. Modules: duals and principally generated fake duals, Algebra Univ. 24(1987), 111-119
26. P-lattices as ideal lattices and submodule lattices, Comm. Math. 38(1989), 21-27 (w/ J. Johnson)
27. Self duality and co-multiplicative lattices, Algebra Univ. 26(1989), 196-201
28. Noether lattices, principals and particulars, The Dilworth Theorems, edited by Bogart, et al, Burkhauser (1990), 391-396
29. Working with linalg, Maple Tech. 7(1992), 25-30
30. Almost Dedekind rings, Glasgow Math. J., 36(1994), 131-134
31. H-complete modules over semi-local rings, Comm. Alg., 22(1994), 1891-1897 (w/J.A. Johnson)
32. On modules having small cofinite irreducibles, Canad. Math. Bul.,37(1994), 490-494 (w/J.A.Johnson, M.B.Taylor)
33. P-systems in local Noehter lattices, Intl. J. Math. and Math. Sci., 17(1994), 655-660 (w/J.A. Johnson, M.B. Taylor)
34. Principal module systems, Math. Japonica, 40(1994), 355-359 (w/J.A. Johnson, M.B.Taylor)
35. Approximately Gorenstein lattices, Acta Math. Hung., 67(1995), 85-91 (w/J.A.Johnson,M.B.Taylor)
36. Another view of principal systems, Math. Japonica, 42(1995), 65-67 (w/J.A.Johnson, M.B.Taylor)
37. The Hausdorff completion of the space of closed subspaces of a module, Canad. Math. Bul., 38(1995),325-329 (w/J.A.Johnson)
38. Almost principal element lattices, Intl. J:. Math. \& Math. Sci., 18(1995), 535-538 (w/C.Jayaram)
39. Some results on almost principal element lattices, Periodica Math. Hung., 31(1995), 33-42 (w/C.Jayaram)
40. Characterization of a class of r-lattrices, Alg. Universalis, 33(1995), 548-552 (w/D.D.Anderson)
41. Primary Elements and Prime Power Elements, Tamkang J. Math. 27(1996), 111--116 (w/C.Jayaram)
42. s-prime elements in multiplicative lattices, Periodica Math., Hung., 31(1995), 119--126 (appeared in 1996)
43. Dilworth's principal elements, Algebra Universalis, 36(1996), 392--404 (with D.D. Anderson)
44. Dedekind Lattices, Acta Sci. Math. (Szeged), 63(1997), 367--378
45. Strong compact elements in multiplicative lattices, Czech. Math. J., 47(1997), 105--112
46. Modules with small cofinite irreducibles, cyclic submodules and duality, Comm. in Algebra, 25(1997), 267--272
47. sigma-elements in multiplicative lattices, Czech. Math. J. [Accepted 1/22/97]
BOOKS, Etc.
1. The Maple Flight Manual, Brooks/Cole Publishers (1992) (w/Ellis et all)
2. Linear Algebra with Maple, Brooks/Cole Publishing (Book)(1993)
3. Linear Algebra with Mathematica, Brooks/Cole Publishing (Book)(1995)
4. MATS, a computer program for doing matrix algebra, Nova Science, 1997
OTHER
I have programmed a collection of matrix routines for the TI-85/86 calculators that are available by anonymous ftp at math.uiowa.edu, under pubs/ejohnson/mats.g5g. These routines program the TI-85/86 to operate in a manner somewhat analogous to the program MATS published by NOVA, and include:
The principal problem of which I am aware with these routines is that they create a lot of variables as they run. I need to go through and reuse the variable names more efficiently. I'll do that when I get time. The program is menu driven.