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Engineering Building 4, Room 709
The Theory of Computation lab understands the limitations of computers and conducts research on computational complexity and efficient algorithm design in consideration of the limitations. In particular, we study efficient problem solving methods based on computation theory, such as computational models represented by Turing machines and various algorithm design techniques. Currently, our main areas of interest are 1) study on computational theory such as measuring the similarity between formal languages, efficient search algorithms, and learning/inferring formal grammars, and 2) study of applications using formal language theory such as extracting features of text data including natural language based on automata theory, and designing a learning feramework that uses both neural models and formal grammars.