branch of mathematics, Beck's monadicity theorem gives a criterion that characterises monadic functors, introduced by Jonathan Mock Beck (2003) in about 1964...

Beck's theorem may refer to either of two mathematical results: Beck's monadicity theorem or the Beck tripleability theorem (1964/2003), by Jonathan Mock...

that an adjunction is monadic allows one to reconstruct objects in D out of objects in C and the T-action. Beck's monadicity theorem gives a necessary and...

Shirshov–Cohn theorem (Jordan algebras) Shirshov–Witt theorem (Lie algebras) Beck's monadicity theorem (category theory) Bruguières modularity theorem (category...

abstract category theory the work of comonads of Beck was a summation of those ideas; see Beck's monadicity theorem. The difficulties of algebraic geometry with...

presentation). A faithfully flat descent is a special case of Beck's monadicity theorem. Given a faithfully flat ring homomorphism A → B {\displaystyle...

is known for the eponymous Beck's tripleableness (monadicity) theorem and the Beck–Chevalley condition.[citation needed] Beck, J. (1969). "On H-spaces and...

Aaron Naber, 2014) Gaussian correlation inequality (Thomas Royen, 2014) Beck's conjecture on discrepancies of set systems constructed from three permutations...

every bimorphism (i.e., both mono and epi) is an isomorphism. Beck's theorem Beck's theorem characterizes the category of algebras for a given monad. bicategory...