8:00 a.m. Some problems concerning the Hausdorff dimension of graphs. R. Daniel Mauldin*, University of North Texas
(871-28-153)
8:30 a.m. The relative grid dimension of continuous functions. G. Petruska*, University of Witwaterstrand, South Africa
(871-26-637)
9:00 a.m. Differentiability and integrability in dimensions with repect to alpha-regular intervals. Jiri Jarnik*, Czechoslovakia Academy of Science, Czechoslovakia
Jaroslav Kurzweil, Czechoslovakia Academy of Science, Czechoslovakia
(871-26-636)
9:30 a.m. Expansions in series of Legendre functions. Eric Russell Love*, University of Melbourne, Australia
Maxwell Norman Hunter, Royal Melbourne Institute of Technology, Australia
(871-41-628)
10:00 a.m. I-density continuous functions. Krzysztof Ciesielski*, West Virginia University
(871-26-43)
10:30 a.m. Measure and category - one more difference. Wladyslaw Wilczynski*, University of Lodz, Poland
(871-26-599)
2:15 p.m. The classification of hyperfinite Borel equivalence relations. Alexander S. Kechris*, California Institute of Technology
(871-26-28)
2:45 p.m. On the sigma-algebra of measurable rectangles. Arnold W. Miller*, University of Wisconsin, Madison
(871-04-75)
3:15 p.m. Note on porosity in Banach spaces. Victor Olevskii*, Moscow, USSR
(871-46-42)
3:45 p.m. Symmetric porosity of Cantor sets. Michael J. Evans, North Carolina State University
Paul D. Humke, Saint Olaf College
Karen Saxe*, Macalester College
(871-26-52)
4:15 p.m. Symmetric porosity, dimension and derivates. Robert W. Vallin*, North Carolina State University
(871-26-40)
4:45 p.m. Uniqueness of rectangularly convergent trigonometric series. J. Marshall Ash, DePaul University
Chris Freiling, California State University, San Bernardino
Dan Rinne*, California State University, San Bernardino
(871-42-61)
5:15 p.m. Limits of differentiable functions. Udayan B. Darji*, North Carolina State University
(871-26-39)
5:45 p.m. Sequence conditions which imply approximate continuity. James Foran*, University of Missouri, Kansas City
(871-26-06)
2:15 p.m. A characterization of infinite omega-limit sets for functions of zero topological entropy. A. M. Bruckner*, University of California, Santa Barbara
J. Smital, Komensky University, Czechoslovakia
(871-26-29)
2:45 p.m. Special alpha limit sets and global attractors. Michael W. Hero*, Bradley University
(871-26-58)
3:15 p.m. Homeomorphic restrictions of smooth endomorphisms of an interval. K. M. Brucks*, University of Wisconsin, Milwaukee
M. V. Otero-Espinar, Campus Universitario, Spain
C. Tresser, IBM T. J. Watson Research Center, Yorktown Heights, New York
(871-34-59)
3:45 p.m. Ergodic theory and differentiation. Richard J. O'Malley*, University of Wisconsin-Milwaukee
(871-26-103)