Pages that link to "Item:Q3456343"
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The following pages link to Internal algebra classifiers as codescent objects of crossed internal categories (Q3456343):
Displaying 16 items.
- Algebraic Kan extensions along morphisms of internal algebra classifiers (Q278230) (← links)
- An operadic approach to internal structures (Q816649) (← links)
- Algebraic weak factorisation systems. II: Categories of weak maps. (Q886978) (← links)
- The incidence comodule bialgebra of the Baez-Dolan construction (Q2020408) (← links)
- Polynomial monads and delooping of mapping spaces (Q2180250) (← links)
- Homotopy theory for algebras over polynomial monads (Q2963473) (← links)
- An operadic proof of Baez-Dolan stabilization hypothesis (Q2980801) (← links)
- (Q4555336) (← links)
- Regular patterns, substitudes, Feynman categories and operads (Q4563231) (← links)
- Faà di Bruno for operads and internal algebras (Q4967971) (← links)
- Symmetric monoidal categories and $\Gamma$-categories (Q5107544) (← links)
- A Universal Characterisation of Codescent Objects (Q5233740) (← links)
- Composing PROBs (Q5868037) (← links)
- Plethysms and operads (Q6141135) (← links)
- (Q6161780) (← links)
- Whole-grain Petri nets and processes (Q6567261) (← links)