Seminars

Links' Seminars and Public Events Add to google calendar
2019
Fri 15th Feb
11:00 am
12:00 pm
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Seminar [Florent]
Wed 13th Feb
1:30 pm
2:30 pm
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30mn de science : Florent Capelli on Knowledge Compilation

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Inria salle Plénière (Bâtiment A)
Fri 1st Feb
11:00 am
12:30 pm
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Bruno Guillon in Links' seminar
Title: Finding paths in large graphs

Abstract:
When dealing with large graphs, classical algorithms for finding paths such as Dijkstra's Algorithm are unsuitable, because they require to perform too many disk accesses. To avoid this while keeping a data structure of size quasi-linear in the size of the graph, we propose to guide the path search with a distance oracle, obtained from a topological embedding of the graph.
I will present fresh experimental research on this topic, in which we obtain graph embeddings using learning algorithms from natural language processing. On some graphs, such as the graph of publications from DBLP, our topologically-guided path search allows us to visit a small portion of the graph only, in average.
This is joint work with Charles Paperman.
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B21 Room
2018
Fri 23rd Nov
11:00 am
12:30 pm
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Filip Mazowiecki in Links' seminar
Title: Containment for Probabilistic automata.

Abstract: This is an ICALP 2018 paper. We analyze when the model of probabilistic
automata has decidable properties, when restricting the ambiguity. The
notion of ambiguity is usually used in weighted automata or transducers,
but we follow a recent paper by Fijalkow, Riveros and Worrell, which
introduced this approach. We do not solve everything but our decidability
results rely unexpectedly on Schanuel's conjecture and we provide some
geometric intuition behind the hardness of the problem.
Fri 16th Nov
11:00 am
12:30 pm
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Aurelien Lemay's Habilitation defense
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IRCICA
Thu 15th Nov
4:30 pm
5:30 pm
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Andreas Maletti in Aurélien Lemay's prehabilitation seminar
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Lille-Salle B21
Thu 15th Nov
3:30 pm
4:30 pm
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Henning Fernau in Aurélien Lemay's prehabilitation seminar:
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Lille-Salle B21
Fri 9th Nov
11:00 am
12:30 pm
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Talk of Bruno Guillon
Abstract: The time complexity of 1-limited automata is investigated from a
descriptional complexity view point. Though the model recognizes
regular languages only, it may use quadratic time in the input length.
We show that, with a polynomial increase in size and preserving
determinism, each 1-limited automaton can be transformed into a
linear-time equivalent one. We also obtain polynomial transformations
into related models, including weight-reducing Hennie machines (i.e.,
one-tape Turing machines syntactically forced to operate in
linear-time), and we show exponential gaps for converse
transformations in the deterministic case.

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