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• W2567087906 abstract "We introduce the notion of a relative pseudomonad, which generalises the notion of a pseudomonad, and define the Kleisli bicategory associated to a relative pseudomonad. We then present an efficient method to define pseudomonas on the Kleisli bicategory of a relative pseudomonad. The results are applied to define several pseudomonads on the bicategory of profunctors in an homogeneous way, thus providing a uniform approach to the definition of bicategories that are of interest in operad theory, mathematical logic, and theoretical computer science." @default.
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• W2567087906 date "2017-11-20" @default.
• W2567087906 modified "2023-10-16" @default.
• W2567087906 title "Relative pseudomonads, Kleisli bicategories, and substitution monoidal structures" @default.
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• W2567087906 doi "https://doi.org/10.1007/s00029-017-0361-3" @default.
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