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------ $BF|;~(B: 19 April 2012 (Thursday) 11:00-12:00 $B>l=j(B: $B5~ETBg3XAm9g8&5f(B2$B9f4[(B478$B9f<<(B Room 478, General Research Building No.2, Kyoto University (Access information & map: http://www.kyoto-u.ac.jp/en/access http://www.kurims.kyoto-u.ac.jp/~hassei/map-2.jpg )

$B9V1i<T(B: Paul-Andre Mellies (CNRS, Paris VII)

$BBj(B: Braided notions of dialogue categories

$B35MW(B: A dialogue category is a monoidal category equipped with an exponentiating object. In this talk, I will introduce a notion of braided dialogue category, and explain how this notion provides a functorial bridge between proof theory and knot theory.

($BLd$$9g$o$;(B: $BD9C+@n(B [email protected])

-- Masahito Hasegawa Research Institute for Mathematical Sciences, Kyoto University