9:00 a.m. Coepic compactifications. Anthony W Hager*, Wesleyan University
Jorge Martinez, University of Florida
(940-06-265)
9:30 a.m. Embedding the algebra of all real-valued functions on a space X in a regular ring G(X) II; when G(X) is a C(Y). Melvin Henriksen*, Harvey Mudd College
(940-06-113)
10:00 a.m. Model theory of real closed rings. Alex Prestel, Universitaet Konstanz
Niels C. Schwartz*, Universit\"at Passau
(940-06-160)
10:30 a.m. f-Rings and the Stone Weierstrass Theorem. Bernhard Banaschewski*, McMaster University
(940-06-97)
2:30 p.m. Archimedean Extensions of Groups of Continuous Functions. Warren William McGovern*, Bowling Green State University
(940-06-202)
3:00 p.m. Some ordered groups that are hard to divisibilize. W. Charles Holland*, Bowling Green State U.
(940-06-301)
3:30 p.m. A characterization of lattice-ordered matrix algebras with the usual lattice order. Jingjing Ma*, The University of Toledo
(940-06-149)
4:00 p.m. On the scarcity of lattice-ordered matrix algebras II. Stuart A Steinberg*, University of Toledo
(940-06-80)
4:30 p.m. Wreath products with tyings. Richard N. Ball, University of Denver, Denver CO
Stephen H. McCleary*, University of Denver, Denver CO (on leave for the academic year from Bowling Green State Univ, Bowling Green OH)
(940-06-255)
9:00 a.m. Nilpotent elements in totally ordered commutative rings. James J Madden*, Louisiana State University
(940-06-270)
9:30 a.m. A classification of totally ordered positive commutative nil-monoids with 6,7, and 8 elements. Gretchen W Whipple*, Louisiana State University
(940-06-133)
10:00 a.m. Properties of semigroup rings as f-rings. Chawne M. Kimber*, University of Florida
(940-06-85)
10:30 a.m. $F^*$-rings are $O^*$. Piotr J Wojciechowski*, The University of Texas at El Paso
(940-06-154)
2:30 p.m. A Structure Theorem for Residuated Lattices. Constantine Tsinakis*, Vanderbilt University
(940-06-322)
3:00 p.m. Lattice-Ordered Quotients. R H Redfield*, Hamilton College
(940-06-171)
3:30 p.m. Hyper-special-valued lattice-ordered groups. Michael R. Darnel*, Indiana University South Bend
Jorge Martinez, University of Florida
(940-06-55)
4:00 p.m. A Noncompactifiable $Q$-Flow. Richard N. Ball*, University of Denver
James N. Hagler, University of Denver
(940-06-249)