On the existence of perfect splitter sets
WebResearch works on perfect splitter sets involve both exis-tence and nonexistence results. For the existence of such sets, a construction of perfect splitter sets for k1 = 0 can be … Web5 de nov. de 2024 · A general lower bound on the maximum size of nonsingularsplitter sets is given and four new constructions of quasi-perfect splitter sets are presented. Splitter sets have been widely studied due to their applications in flash memories, and their close relations with lattice tilings and conflict avoiding codes. In this paper, we give necessary …
On the existence of perfect splitter sets
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http://staff.ustc.edu.cn/~drzhangx/papers/splitter.pdf Web8 de nov. de 2024 · We also give some necessary conditions for the existence of purely singular perfect splitter sets. Finally, we apply these results to purely singular perfect …
WebWe also give some necessary conditions for the existence of purely singular perfect splitter sets. In particular, we determine all perfect B [ − k 1 , k 2 ] ( 2 n ) sets for any … Web5 de nov. de 2024 · When perfect splitter sets do not exist, we present four new constructions of quasi-perfect splitter sets. Finally, we give a connection between nonsingular splitter sets and Cayley graphs, and as a byproduct, a general lower bound on the maximum size of nonsingular splitter sets is given. READ FULL TEXT VIEW PDF …
Web13 de abr. de 2024 · Transcribe the Audio File with Whisper. Next, hit the + button to add another step. This time, find the OpenAI (ChatGPT) app and select the Create Transcription action. Before you can use Whisper to transcribe your audio file, you’ll need to do two things: Create an OpenAI API key. Upgrade to a paid OpenAI account. WebWhen perfect splitter sets do not exist, we present four new constructions of quasi-perfect splitter sets. Finally, we give a connection between nonsingular splitter sets and Cayley graphs, and as a byproduct, a general lower bound on the maximum size of nonsingular splitter sets is given.
Web30 de ago. de 2024 · Splitter sets are closely related to lattice tilings, and have applications in flash memories and conflict avoiding codes. In this paper, we prove some …
Web6 de jul. de 2024 · We also show that the statement $\text{uB} = {\bf\Delta}^1_2$, where $\text{uB}$ is the pointclass of all universally Baire sets of reals, is equiconsistent modulo ZFC with the existence of a $\Sigma_2$-reflecting virtually Shelah cardinal. diane house glitcWeb1 de jan. de 2024 · We also obtain some results on the existence and nonexistence of split [−k1,k2]⁎ sets, and give a characterization of splitter sets B such that [−1,5]⁎ splits Zp. … diane houghton pembroke ontarioWebResearch works on splitter sets involve both existence and nonexistence results. For the existence of such sets, a construc-tion of perfect splitter sets for k1 = 0 can be found in [19]. Kløve et al. [20] gave a construction of perfect splitter sets for k1 = 2. Constructions of splitter sets for 1 1 < 2 can be found in [24], [32], and [33]. cited chicago styleWebSome researchers considered the existence of perfect splitter sets. In [13], the authors presented a construction of perfect splitter sets for k 1 = 0. The existence of perfect … diane hotel in hollywood floridaWebIn this paper, we give necessary and sufficient conditions for the existence of nonsingular perfect splitter sets, B[-k 1, k 2](p) sets, where 0 ≤ k 1 ≤ k 2 = 4. Meanwhile, … diane houghtonWeb8 de nov. de 2024 · Abstract: Splitter sets have been widely studied due to their applications in flash memories, and their close relations with lattice tilings and conflict avoiding codes. In this paper, we give necessary and sufficient conditions for the existence of nonsingular perfect splitter sets, B[-k 1, k 2](p) sets, where 0 ≤ k 1 ≤ k 2 = 4. cited citingWebThe existence of perfect d-dominating sets for trees, dags, and series-parallel graphs is studied in Section 2.1. For fixed d 1, we give linear time algorithms that determine if a perfect -dominating set exists, and generate them when they do exist. In Section 2.2, we completely characterize all 2- and diane houser downingtown pa