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iality., Math. Dynkin, Semisimple subalgebras of semisimple Lie algebras, Mat. Faltings, Algebraic loop groups and moduli spaces of bundles, J. Hoffmann, On Moduli Stacks of
The paper considers cyclic flows in the categories of Sets and of Boolean algebras and their duals and characterizes the Stone representation of a cyclic flow in Boolean algebras..
In section 4, we state the main theorem for triangulated orbit categories of derived categories of hereditary algebras.. We give a first, abstract, construction of the triangulated
The main examples of action accessible categories given in [8], beyond those of action representative ones [5], are the categories Rng of (not necessarily unitary) rings and Ass
Earlier the problem of Krull dimension was investigated only for some particular cases, namely, for Weyl algebras [2], a ring of differ- ential operators [7,8], as well as for rings
It is proved that the above construction defines a functor from this category to the category of Lie–Leibniz algebras and in particular to Leibniz algebras; also the restriction of
We believe that geometric invariants for metrics in the moduli spaces Riem(G, ξ) (as curvature or geodesics) may provide insights for new classifications of Lie
We show that every KZ- doctrine is a pseudomonad (pseudomonoid in the Gray monoid determined by an object of the Gray -category), and that the 2-categories of algebras dened