Sentence examples for expansion n from inspiring English sources

In Equation 1, the maximum spherical harmonic degree of the expansion N may vary from one epoch to another.

Results In the group of patients who responded to the fluid expansion (n = 19), the mean CVP/RAP was 8 mmHg ±3, the mean Parm was 21 mmHg ±7 and the mean dVR was 13 mmHg ±7.

Three converging factors threaten expansion: n The trade deficit is expected to reach $160 billion this year (that's 3.5% of GDP in constant 1992 dollar terms — higher than the much-criticized Reagan levels) as exports slump to a slow-growing world and imports surge from hungry, currency-devalued competitors.

Flow cytometric analysis indicated 20.7±16.6% of cells expressed eGFP, whereas 13.2±14.5% of cells were GFP+Vβ12+ following nine days of in vitro expansion (N = 10).

Spastin overexpression in the mid-stage pupal photoreceptors dramatically expanded the apical membrane domains (300±100% expansion, n = 100, Figure 5B, green), with concurrent mislocalization/expansion of the AJs (300±100% expansion, n = 100, Figure 5B, blue) from the apical center of the photoreceptor.

Cnn overexpression in the mid-stage (50%) pupal photoreceptors dramatically expanded the apical membrane domains in an apical to basal fashion (300±100% expansion, n = 100, Figure 5B), with concurrent mispositionings of Baz (Figure 5B') from the apical center of the photoreceptor.

The expansion (n-fold) was calculated as the ratio of the percentage of pentamer-positive T cells between the T1 and T2 periods.

As anticipated, neither CMA V4 nor V5 could detect the apparently balanced translocations (N = 12), inversions (N = 21), insertions (N = 2), fra(X) expansions (N = 2) or extremely low level (<10%) mosaicism (N = 3).

Towards the oral pole, PpiMHCIIb2 is also expressed in the production zone of the tentillae (N tt and F tt in Figure 4M), in the form of a thin external stripe of positive cells at the interface between the lateral and median expansions (N tt in Figure 4O and P).

Consider the definition of G s, t) and rewrite exp aSst) by Taylor expansion, ∑ n = 0 ∞ s n P (n, t ) = exp [ - (a S + a D ) t ] ⋅ ∑ n = 0 ∞ a s n ⋅ s n ⋅ t n n !

The Stirling numbers of the first kind are the coefficients in the expansion ( x ) n = ∑ k = 0 n s ( n, k ) x k ( n ≥ 0 ), (2.1).