Journal article Open Access
Keith, William J.
In this note a bijection is constructed between the set of partitions of $n$ simultaneously $s$-regular and $t$-distinct, and those simultaneously $t$-regular and $s$-distinct. Some implications of the map are discussed. As a generalized version of Glaisher's bijection, the map may be widely useful in other partition combinatorics. A previous conjecture concerning iterations of Glaisher's bijection is given a counterexample.
| All versions | This version | |
|---|---|---|
| Views | 10 | 10 |
| Downloads | 9 | 9 |
| Data volume | 2.7 MB | 2.7 MB |
| Unique views | 9 | 9 |
| Unique downloads | 9 | 9 |