Titlebook: Involutive Category Theory; Donald Yau Book 2020 The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Natu

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Involutive Categories,volutive adjunctions, and involutive objects in involutive categories. An important observation is Theorem 2.3.8, which says that an adjoint of an involutive functor must also be an involutive functor such that the adjunction is an involutive adjunction. As a consequence, an involutive functor that

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Involutive Monoidal Categories,n involutive symmetric monoidal category, in addition to involutive commutative monoids, there is also a notion of a reversing involutive monoid, which incorporates the symmetry isomorphism in a way that is different from a commutative monoid. Reversing involutive monoids are important because they

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