Sentence examples for a are in from inspiring English sources

It clearly shows that nearly the same number (~ 250) of orthologous gene pairs (old-old pairs) are present in overlapping manner in both the species, whereas a significantly larger number of A. aegypti specific genes (young-young pairs, circle A) are in overlapping position compared to A. gambiae (circle C).

A word of advice: do NOT do an image search for saddle sores if you a) are in work, b) are in a public place or c) want to sleep tonight.

The matrix A = ( a n k ) gives rise to a bounded linear operator T ∈ B ( c 0 ) from c 0 to itself if and only if (1) the rows of A are in l 1 and their l 1 norms are bounded,   (2) the columns of A are in c 0.  . the rows of A are in l 1 and their l 1 norms are bounded, the columns of A are in c 0. The operator norm of T is the supremum of the l 1 norms of the rows.

It was also found that sometimes the oscillations in the temperature and the concentration of A are in phase; more generally they are in anti-phase.

The data from Table 1 indicate that the values of E a are in the following order: Cefoperazone < Cephalexin < Cefadroxil respectively E a values somewhat higher by processing the DSC data in comparison with that from the TG ones.

For (Ain M_{n}), we denote the vector of eigenvalues by (lambda ( A ) = ( {lambda_{1} ( A ),lambda_{2} ( A ), ldots,lambda_{n} ( A ) } ) ), and we assume that the components of (lambda ( A ) ) are in descending order.

Simultaneously, the corresponding property parameters of the adsorbent-A are in-between of the other two adsorbents.

Despite this unusual binding mode, FII-A is involved in strong interactions with the protein atoms: 16 hydrogen bonds, which include seven water-mediated hydrogen bonds, as calculated by HBPLUS; and several atoms of FII-A are in close proximity to ten protein side chains (Ser, Glu, Val, Val, Phe, His, Phe, Phe, Val and Phe), most of them making extensive van der Waals contacts.

Group A is in the site core.

We can assume that points A and areare in the origins of the respective coordinate systems.

A few are in bankruptcy".