Sentence examples for min was defined from inspiring English sources

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The increase from 0 to 30 min was defined as "peak" cortisol reactivity, while the increase from 0 to 15 min was defined as "anticipatory" cortisol reactivity, representing a cortisol response that began while preparing for the stress task.

In order to determine the optimal condition for the fabrication of sensing devices based on assembled rGO, the response of different sensing devices fabricated under different assembly concentration of GO solution were studied, and the exposure time of 12 min was defined here as the effective response time[29].

The number of DOR-eGFP vesicles at 60 min was defined as 100%.

The percentage torque remaining after 2 min was defined as the fatigue index.

For these enzymes, the amount of enzyme causing a 0.001 change in absorbance per min was defined as one unit.

The mean rate of exogenous glucose infusion during the last 30 min was defined as the GDR (1).

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Temperatures from 400° to 800 °C, impregnation ratios in the range 0.5 1.5 and carbonization times varying from 30 to 120 min were defined as continuous parameters to be introduced in a simplex mixture experimental design giving a total of 12 experiments to carry out.

For simplicity, the samples with growth durations of 3, 6, 8, 9, and 12 min were defined as samples S1, S2, S3, S4, and S5, respectively.

Corollary 3.3 Let C be a nonempty closed convex subset of a uniformly smooth strictly convex real Banach space E. Let { T i : C → C, i = 1, 2, …, m } be a finite family of continuous pseudo-contractive mappings, for each bounded sequence x n and for each Banach limit μ n, C min is defined as (2.2) satisfying F ∩ C min ≠ ∅.

Theorem 3.1 Let C be a nonempty closed convex subset of a uniformly smooth strictly convex real Banach space E. Let { T i : C → C, i = 1, 2, …, m } be a finite continuous pseudo-contractive mapping, for each bounded sequence x n and for each Banach limit μ n, C min is defined as (2.2) satisfying F ∩ C min ≠ ∅.

A series k of length n ≥ n min is defined as the tuple S n,k  = (p 1,k, …, p n,k ) of picked LC-HRMS signal peaks p = {m/z, RT, intensity}, ordered by increasing m/z of the series peaks.

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