303-307. no. 3. Lower space bounds for accepting shuffle languages. Szepietowski, Andrzej. RAIRO - Theoretical Informatics and Applications - Informatique ...
Namely, we show that there exists a shuffle language which is not accepted by any deterministic one-way Turing machine with space bounded by a sublinear ...
Namely, we show that there exists a shuffle language which is not accepted by any deterministic one-way Turing machine with space bounded by a sublinear ...
Aug 15, 2002 · Namely, we show that there exists a shuffle language which is not accepted by any deterministic one-way Turing machine with space bounded by a ...
Aug 24, 2011 · Suppose I have a regular language L, and I would like to lower-bound the complexity of deciding membership in L. Suppose I know that the minimal ...
Missing: shuffle | Show results with:shuffle
Introduction. The shuffle operator models the natural interleaving between strings. It was introduced by Ginsburg and Spanier [1], where it was shown that ...
Missing: Lower | Show results with:Lower
[PDF] Approximating the Shuffle of Context-free Languages to Find ...
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Concurrent programming in traditional imperative languages is hard. The huge number of possible thread interleavings makes it difficult to find and.
Missing: bounds | Show results with:bounds
The Fisher–Yates shuffle is an algorithm for shuffling a finite sequence. The algorithm takes a list of all the elements of the sequence, and continually ...
Our lower bound proofs involve the use of synchronization symbols, which seem to be a formal language analogue of semaphores. View. Show abstract.
This lower bound implies, for example, that computing such a function with space s = n per machine requires 1/ rounds in our model. Similarly, if s is only ...