Supported by the National Natural Science Foundation of China(No.11601486);Foundation of Zhejiang Educational Commitee(No.Y201738645);Project of Zhejiang College,Shanghai University of Finance and Economics(No.2018YJYB01).
We investigate how the category of comodules of bimonads can be made into a monoidal category.It suffices that the monad and comonad in question are bimonads,with some extra compatibility relation.On a monoidal catego...
supported by the Simons Foundation;supported by National Science Foundation of USA (Grants Nos. DMS-1411212 and FRG-1664351)
Pursuing a generalization of group symmetries of modular categories to category symmetries in topological phases of matter, we study linear Hopf monads. The main goal is a generalization of extension and gauging group...
The stochastic interpretation of Parikh's game logic should not follow the usual pattern of Kripke models, which in turn are based on the Kleisli morphisms for the Giry monad, rather, a specific and more general appr...
In 1989 when functional programming was still considered a niche topic, Hughes wrote a visionary paper arguing convincingly ‘why functional programming maters'. More than two decades have passed. Has functional progr...
Supported by the Natural Science Foundation of Shaanxi Province(2007A12); Supported by the Scientific Research Foundation of Shaanxi Educational Committee(11JK0507)
This paper, using the monads theory in the topological space, gives a new characterization of irreducible sets in the nonstandard enlarged models. Further, the discretization expression of Sober topological spaces is ...
My claim is that Bourdieu's concept of habitus is not consistent and its ambiguities conceal an imprecision concerning the subject of social action. Indeed, Bourdieu defines habitus in three different ways: as a cap...