Let mathcal{A} be an algebra and

delta, varepsilon: mathcal{A} to mathcal{A} be linear mappings. We say that a linear

mapping d: mathcal{A} to mathcal{A} is a

( delta, varepsilon) -double derivation if

d...

Let  be a Banach algebra. Let  , be linear mappings on  . First we

demonstrate a theorem concerning the continuity of double derivations; especially

that all of ( , ) -double derivations are continuous on semi-simple Banach...

We introduce double derivations and study some algebraic and automatic ar operatorsse linecontinuity of the...

tComplex flowers containing large numbers of petals are especially prized as ornamental plants. Double-flowered Tricyrtis macranthopsis, in which stamens and carpels are converted to petaloid organs, is relatedto AGAMOUS (AG) gene expression. So we...

Double Field Theory is a manifestly T-duality invariant formulation of string theory in which the effective theory at any order of $\\alpha'$ is invariant under global $O(D,D)$ transformations and ought to be invariant under gauge...

Accumulation of IL ions near the surface as aggregation has a solid like behavior over 19 Å distance away from electrode showing a layer-by-layer structure. Number density profile of [EMIM]+ cation, [PF6]- anion, and IL ...

During pulling experiments or structural tasks in living and artificial environments, double-stranded DNA

could be subjected to external tensile loadings that are not parallel with the helix axis of DNA. The aim of

this work...