unital


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unital

(ˈjuːnɪtəl)
n
literary based on or characterized by union
References in periodicals archive ?
Bosa and colleagues introduce the concept of finitely colored equivalence for unital *-homomorphisms between C*-algebras, for which unitary equivalence is the 1-colored case.
The definition of monoidal Hom-algebras is the same to the unital monoidal Hom-associative algebras defined in [16, Definition 2.1].
Silvestrov, "Unital algebras of Hom-associative type and surjective or injective twistings," Journal of Generalized Lie Theory and Applications, vol.
m - 1, i = i, ..., m, [[sigma].sub.0] [??] [pi][[sigma].sub.1][pi] so that the SVV algebras are unital subalgebras of the VV algebras.
Throughout this paper, A will denote a unital [C.sup.*]-algebra with a unit 7; namely, A is a unital Banach algebra with an involution * such that [parallel][A.sup.*] A[parallel] = [[parallel]A[parallel].sup.2] (A [member of] A).
UNESCO conducted a series of preparatory meetings with stakeholders in the country including with the Conselho de Imprensa de Timor-Leste (Timor-Leste Press Council), the National University of Timor-Leste (NUTL) and Universidade Oriental Timor Lorosa'e (UNITAL) in preparation of the official launch of the project in January 2018.
A partial action of a group G on a unital algebra A is globalizable if and only if, for each g [member of] G the ideal [A.sub.g], which is the domain of the partially defined isomorphism [[alpha].sub.g-1], is a unital ideal, that is, it is generated by a central idempotent [1.sub.g] [member of] A.
Clearly, U is commutative if and only if both A and B are commutative, and it is unital if and only if both A and B are unital.
All the rings R considered here are associative with unity and modules M are unital QTAG-modules.
This method allows presenting piecewise dependence unital analytical function.