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As is known, the varieties of M -sets (for a given monoid M ) [KMPT], groups [S], not necessarily associative rings [Di], Lie algebras (over a given field) [R], quasi-groups
there is a fibration (Definition 1.11) from G to its set of connected components (seen as a discrete category) given by the quotient functor generated by the collection of morphisms
But there exists a partial converse to the idea that a monoidal functor is a generalised monoid: under certain circumstances it is possible to endow a functor category K J with
By [1], the equilibrium point E1(1, 0) corresponding the dynamical system generated by a sode of the form (6) is a nondegenerated saddle-node..
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
The ordered mean difference OMD function is a running mean of the difference between returns on a given fund or security and a benchmark such as the market portfolio, ordered by
As the theory advances, the average e$ciency scores of parametric deterministic techniques are lower than the ones estimated through stochastic frontier approaches.. Given that COLS
The main new element of our results is a high order exponential asymptotic expansion which extends in a unified way both the classical Cramér–Lundberg approximation and the
