<紀要論文>
CRCW PRAMの時間計算量の稠密な階層
| 作成者 | |
|---|---|
| 本文言語 | |
| 出版者 | |
| 発行日 | |
| 収録物名 | |
| 巻 | |
| 号 | |
| 開始ページ | |
| 終了ページ | |
| 出版タイプ | |
| アクセス権 | |
| JaLC DOI | |
| 関連DOI | |
| 関連URI | |
| 関連情報 | |
| 概要 | A hierarchy theorem for parallel time-complexities between constant and 1og n log<log n> is presented. Suppose that t(n) is a function such that there is a TM making (t(n)) ^<Θ (1)> moves and that the ...inverse function t^<- 1>(n) is bounded by O (1og n log<log n>). Then, there exists a language L such that Θ(t^<-1>(n)) time is necessary and sufficient for CRCW PRAMs with polynomially many processors to recognize L.続きを見る |
詳細
| PISSN | |
|---|---|
| EISSN | |
| NCID | |
| レコードID | |
| 査読有無 | |
| 主題 | |
| 登録日 | 2015.08.24 |
| 更新日 | 2020.10.26 |
Mendeley出力