Titlebook: Developments in Language Theory; 18th International C Arseny M. Shur,Mikhail V. Volkov Conference proceedings 2014 Springer International P

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Jan L. M. Vaarten,Nancy De Briyne it was pushed within a bounded number of contexts of . (..). We contribute to show that scoped . are indeed a robust model of computation, by focusing on the corresponding theory of .. (.). We prove the equivalence of the deterministic and nondeterministic versions and show that scope-bounded compu

Rinne-Test

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Humanbiologie für Lehramtsstudierendeed to allow reasoning on properties of the resulting sets of tilings. With the help of this construction, we prove that this tileset has positive entropy. We also explain why this result was not expected.

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Humanbiologie für Lehramtsstudierendee algorithm for identifying all occurrences of factors in a text that are .-abelian equivalent to some pattern .. Moreover, an optimal algorithm for finding the largest . for which two words are .-abelian equivalent is given. Solutions for various online versions of the .-abelian pattern matching pr

马笼头

Funktion von Blut und Immunsystem,y contain the same number of occurrences of each factor of length at most .. We say that a word is a .-. if it is .-abelian equivalent to its reversal. A question we deal with is the following: how many distinct palindromes can a word contain? It is well known that a word of length . can contain at

粉笔

Wolfgang Clauss,Cornelia Clauss denotes the set of positive integers. Two finite words . and . in .. are said to be .-abelian equivalent if for all . ∈ .. of length less than or equal to ., the number of occurrences of . in . is equal to the number of occurrences of . in .. This defines a family of equivalence relations ~. on ..,

Ibd810

,Ernährung, Stoffwechsel und Verdauung,quares and order-preserving squares. The word . is an Abelian (parameterized, order-preserving) square if . and . are equivalent in the Abelian (parameterized, order-preserving) sense. The maximum number of ordinary squares is known to be asymptotically linear, but the exact bound is still investiga