Titlebook: Language and Automata Theory and Applications; 9th International Co Adrian-Horia Dediu,Enrico Formenti,Bianca Truthe Conference proceedings

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Automated Program Verification for recursion, Büchi automata for termination, a form of data automata for parametrized programs, etc.). The approach is to first construct an automaton for the candidate proof and then check its validity via automata inclusion. The originality of the approach lies in the construction of an automat

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Hankel Matrices: From Words to Graphs (Extended Abstract)he disjoint union and various gluing operations of pairs of laeled graphs. Special cases deal with real-valued word functions. We start with graph parameters definable in Monadic Second Order Logic . and show how .-definability can be replaced by the assumption that . has finite rank. In contrast to

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Construction of a de Bruijn Graph for Assembly from a Truncated Suffix Tree an organism. Powerful technologies allows to get huge quantities of short sequencing reads that need to be assemble to infer the complete target sequence. These constraints favour the use of a version de Bruijn Graph (DBG) dedicated to assembly. The de Bruijn Graph is usually built directly from th

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Frequent Pattern Mining with Non-overlapping Inversionsion. In bio sequence analysis, non-overlapping inversions are well-studied because of their practical properties for local sequence comparisons. We consider the problem of finding frequent patterns in a bio sequence with respect to non-overlapping inversions, and design efficient algorithms.

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Building Bridges Between Sets of Partial Ordersr we study two mathematical formalisms capable of the compressed representation of sets of partial orders: Labeled Event Structures (LESs) and Conditional Partial Order Graphs (CPOGs). We demonstrate their advantages and disadvantages and propose efficient algorithms for transforming a set of partia