| Title | A CHARACTERIZATION OF A TWO-WEIGHT NORM INEQUALITY FOR ERGODIC MAXIMAL OPERATORS |
| Authors | 文鸣 |
| Affiliation | Peking University China |
| Keywords | integers nonnegative measurable preserving maximal disjoint acting Wiener infinite inequality |
| Issue Date | 1985 |
| Publisher | Approximation Theory and Its Applications |
| Citation | Approximation Theory and Its Applications.1985,(05),97-110. |
| Abstract | Let(Ω,,P)be a non-atomic probability space and letT:Ω→Ω be an ergodic measure preserving transformation.For each pair of nonnegative integers n,m we define theoperator T_(n,m),acting on measurable functions as |
| URI | http://hdl.handle.net/20.500.11897/440296 |
| ISSN | 1672-4070 |
| Appears in Collections: | 待认领 |
