Sentence examples for domains of matrix from inspiring English sources

The mechanisms of such inhibitory interaction of porins with antithrombin remain to be detailed; however, antithrombin's heparin-binding site may well be among the potential targets because affinity of porins to heparin-binding domains of matrix proteins was recently reported [ 75].

For two sequence spaces X, Y and an infinite matrix (A=(a_{n,k})), the sequence space (X_{A}) is defined by X_{A}=bigl{ x=(x_{k})in w Ax in Xbigr}, (1.1) which is called the domain of matrix A. By ((X : Y)), we denote the class of all matrices such that (X subseteq Y_{A}).

For two sequence spaces X and Y and an infinite matrix (A=(a_{n,k})), the sequence space (X_{A}) is defined by X_{A}=bigl{ x=(x_{k})in w Ax in Xbigr}, (1.1) which is called the domain of matrix A in the space X.

For two sequence spaces X, Y and an infinite matrix (A=(a_{n,k})), the sequence space (X_{A}) is defined by (X_{A}={x=(x_{k})in w Ax in X}), which is called the domain of matrix A in the space X.

The extracellular domain of matrix protein 2 (M2e) is 24 amino acids long, which is highly conserved and therefore a good target for the development of a universal vaccine which may protect against a much wider range of influenza A virus strains.

The extracellular domain of matrix protein 2 (M2e) of influenza A virus is a promising target for the development of a universal vaccine against influenza because M2e sequences are highly conserved among human influenza A strains.

These new spaces derived by the domain of matrices are expansions or contractions of the original space, in general.

This notion was later used to (i) define and study conservative and regular matrices [3]; (ii) introduce related sequence spaces derived by the domain of matrices [4 6]; (iii) study some related matrix transformations [7 9]; (iv) define related sequence spaces derived as the domain of the generalized weighted mean and determine duals of these spaces [10, 11].

So, the results related to the matrix domain of the matrix B ( r, s ) are more general and more comprehensive than the corresponding consequences of the matrix domain of Δ ( 1 ) and include them.

So, the results related to the matrix domain of the matrix B ( r ˜, s ˜ ) are more general and more comprehensive than the corresponding consequences of the matrix domain of B ( r, s ), and we include them.

We should record here that the matrix B ( r ˜, s ˜ ) can be reduced to the generalized difference matrix B ( r, s ) in the case r n = r and s n = s for all n ∈ N. So, the results related to the matrix domain of the matrix B ( r ˜, s ˜ ) are more general and more comprehensive than the corresponding consequences of the matrix domain of B ( r, s ) and include them.