|
|
2024-ary quasigroups and related topics
November 1, 2024 11:00–12:30, Novosibirsk, Sobolev Institute of Mathematics, room 115
|
 |
|
 |
|
|
|
On the number of partitions of the hypercube $Z_q^n$ into large subcubes
Yu. V. Tarannikov |
| Number of views: |
| This page: | 119 |
|
Abstract:
It is proved that the number of partitions of the hypercube $Z_q^n$ into $q^m$ subcubes of dimension $n-m$ each for fixed $q$, $m$ and growing $n$ is asymptotically equal to $n^{(q^m-1)/(q-1)}$.
|
|
Contact us: