Sentence examples for growth activation from inspiring English sources

Exact(34)

Furthermore, the expression of the AtCPK1-Ca gene caused cell growth activation, which led to the enhancement of resveratrol production up to 137 times that of the control calli (69.7 mg L−1 vs. 0.51 mg L−1).

a, Bright-field microscopy of root cross-sections of an early phloem marker (PEAR1), a marker of differentiating phloem expressed in phloem-companion cells (APL), an early xylem marker (AtHB8) and a marker specific to differentiating xylem vessels (VND6) at different times after secondary growth activation.

The method for determination of the grain growth activation energy as well as all the other kinetic parameters in the Johnson-Mehl-Avrami equation was proposed based on an isokinetic analysis.

While competition between growth activation and deactivation kinetics is diameter-dependent, CNTs are held in contact by van der Waals forces, thus preventing relative slip and resulting in a single collective growth rate of the forest.

Other choices of τacc, 0 result in a different timing of the growth activation.

The growth activation of SiNWs is done during an annealing process at temperatures in the range of 300-500°C 300-500°C

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Similar(26)

IL-5 induces growth, maturation, activation, migration, and survival of eosinophils [ 31].

Section 2 develops a discontinuous neural network model with nonlinear growth activations, and some preliminaries also are given.

The results obtained in this paper show that Forti's conjecture in [14] for discontinuous neural networks with nonlinear growth activations is true.

Thus, without assumptions of the boundedness and the monotonicity of the activation functions, Theorem 4.1 obtained in this paper shows that Forti's conjecture for discontinuous neural networks with nonlinear growth activations and without delays is true.

The obtained results can be applied to neural networks with a broad range of activation functions assuming neither boundedness nor monotonicity, and also show that Forti's conjecture for discontinuous neural networks with nonlinear growth activations is true.

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