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An equivalence between generative automata and logical constraints
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<time datetime="2018-11-15T00:00:00-05:00" itemprop="datePublished">
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15 Nov 2018
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<p>I gave a presentation to <a href="https://mcqll.org/">MCQLL</a>, on an an example of the duality of generative systems and constraint-based systems. The particular example I discussed was a proof of the equivalence in expressive power between Finite state automata (FSA) and monadic second order logic (with a successor function; MSOL[<em>S</em>]). That is, I presented the proof that any language for which there exists an FSA can be described equivalently using constraints written in MSOL[<em>S</em>].</p>
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<p>My slides are <a href="/assets/pdfs/2018.11.15-generative_vs_constraint.pdf">here</a>.</p>
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<p>PhD student in linguistics at McGill University and Mila Québec AI Institute, Montréal.
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