Sentence examples for domain of a mapping from inspiring English sources

The domain of a mapping A is defined by the set { x ∈ E : A x ≠ 0 }.

We denote by and the set of fixed points and the domain of a mapping respectively.

If, however, the domain of a mapping is a proper subset of E (and this is the case in several applications) and if it maps K into E, this iteration method may not be well defined.

If, however, the domain of a mapping is a proper subset of E (and this is the case in several applications), and it maps K into E, this iteration method may not be well defined.

The domain of a map is defined (as its projection onto the first argument) by (2.1).

The domain of a multivalued map ℜ: X → Y is the set domℜ = {z ∈ X; ℜ z) ≠ ∅}.

The domain of a multivalued map is the set Dom( has closed values if is a closed subset of for each and we write.

end{aligned} We recall that the dimension of the domain of a linear map between two spaces is given by the sum of the dimension of the null space and the rank of this linear map.

The mechanical behavior of the structures is modeled through only one element that includes the double curvature in its formulation, which is transformed into a distorted domain by means of a mapping procedure based on the use of NURBS (Non-Uniform Rational B-Splines) curves, following the fundamentals of the well-known Isogeometric Analysis (IGA).

The domain of a set-valued mapping W X X → 2 Y is defined as D ( W ) = { x ∈ X : W ( x ) ≠ ∅ } and its graph is defined as Graph ( W ) = { ( x, z ) ∈ X × Y : z ∈ W ( x ) }. Also W is said to be closed if its graph, that is, Graph ( W ), is a closed subset of X × Y.

To test this speculation, the PUM2-binding domain of Aurora-A was mapped by co-immunoprecipitation assay using anti-HA antibody.