this paper investigates the nature of absolutive case and the syntactic mechanisms underlying its licensing. to this end, two recent minimalist approaches to the syntactic derivation of ergative structure will be introduced. drawing on evidence from the syntactic derivation of clauses with intransitive complex predicates in kurdish, it will be established that the absolutive case is checked by ...

Let K be a field and P partially ordered set (poset). FI(P,K) I(P,K) the finitary incidence algebra space of over K, respectively, let D(P,K)=FI(P,K)⊕I(P,K) idealization FI(P,K)-bimodule I(P,K). In first part this paper, we show that D(P,K) has an anti-automorphism (involution) if only (involution). We also present characterization anti-automorphisms involutions on D(P,K). second part, obtain c...

Context. The globular cluster AL 3 is old and located in the inner bulge. Three individual stars were observed with Phoenix spectrograph at Gemini South telescope. wavelength region contains prominent lines of CN, OH, CO, allowing derivation C, N, O abundances cool stars. Aims. We aim to derive three bulge 3, additionally NGC 6558 HP 1. spectra allows us cluster’s radial velocity. Methods. For ...

Let A be a Banach algebra and M be a Banach left A-module. A linear map δ : M → M is called a generalized derivation if there exists a derivation d : A → A such that δ(ax) = aδ(x) + d(a)x (a ∈ A,x ∈ M). In this paper, we associate a triangular Banach algebra T to Banach A-module M and investigate the relation between generalized derivations on M and derivations on T . In particular, we prove th...

We study the subgroup of k -automorphisms of k ⁢ [ x , y ] which commute with a simple derivation d of k ⁢ [ x , y ] . We prove, for instance, that this subgroup is trivial when d is a shamsuddin simple derivation. in the general case of simple derivations, we obtain properties for the elements of this subgroup.

Reading a book is also kind of better solution when you have no enough money or time to get your own adventure. This is one of the reasons we show the program derivation the development of programs from specifications as your friend in spending the time. For more representative collections, this book not only offers it's strategically book resource. It can be a good friend, really good friend w...

The aim of this paper is to introduce the notion of derivations of subtraction algebras. We define a derivation of a subtraction algebra X as a function d on X satisfying d(x − y) = (d(x) − y) ∧ (x − d(y)) for all x, y ∈ X. Then it is characterized as a function d satisfying d(x− y) = d(x)− y for all x, y ∈ X. Also we define a simple derivation as a function da on X satisfying da(x) = x−a for a...