Introduction 1. Embedding theorems 2. Martin's theorem 3. The upper bound for $\delta ̂1_5$ 4. Results on uniform cofinalities 5. Analysis of measures on $\delta ̂1_3$ 6. The strong partition relation on $\delta ̂1_3$ 7. The lower bound for $\delta ̂1_5$ 8. Analysis of measures on $(\delta ̂1_5)̂-$ 9. The weak partition relation on $\delta ̂1_5$
Notes
On t.p. "5" is a subscript directly under the superscript "1."
"July 1999, volume 140, number 670 (end of volume)."
