The center functor is fully faithful

Doctrines Whose Structure Forms a Fully Faithful

We pursue the definition of a KZ-doctrine in terms of a fully faithful adjoint string Dd ⊣ m ⊣ dD. We give the definition in any Gray-category. The concept of algebra is given as an adjunction with invertible counit. We show that these doctrines are instances of more general pseudomonads. The algebras for a pseudomonad are defined in more familiar terms and shown to be the same as the ones defi...

Old Faithful Visitor’s Center Exhibit Observation Study

What is the Clinical Skills Learning Center?

With shorter periods of hospitalazation, fewer patient beds and more health care facilities in the society, patients are now more acutely ill and highly dependent, causing less opportunities for medical students to practice and learn basic clinical skills. On the other hand, enhanced patient rights and other learnig limitations require that professional education provide not only knowledge and ...

Doctrines Whose Structure Forms a Fully Faithful Adjoint String

We pursue the definition of a KZ-doctrine in terms of a fully faithful adjoint string Dd m dD. We give the definition in any Gray-category. The concept of algebra is given as an adjunction with invertible counit. We show that these doctrines are instances of more general pseudomonads. The algebras for a pseudomonad are defined in more familiar terms and shown to be the same as the ones defined ...

Continuity is an Adjoint Functor

1. INTRODUCTION. The emergence of category theory, introduced by S. Eilen-berg and S. Mac Lane in the 1940s (cf. [2]), was among the most important mathematical developments of the twentieth century. The profound impact of the theory continues to this day, and categorical methods are currently used, for example, in algebra, geometry, topology, mathematical physics, logic, and theoretical comput...