Sentence examples for applied for differentiation from inspiring English sources

The phrase "applied for differentiation" is correct and usable in written English.
It can be used in contexts related to academic, scientific, or technical discussions where differentiation is being sought or requested.
Example: "The researcher applied for differentiation in their study to better understand the variables involved."
Alternatives: "sought differentiation" or "requested differentiation".

Exact(2)

The method is easy and quick and we demonstrate that it may be successfully applied for differentiation between AIN stages.

Principal components analysis was applied for differentiation of subjects with various pathophysiological features.

Similar(58)

Also, it could be applied for the differentiation of Borrelia genospecies in clinical material.

The proposed method showed high sensitivity for the identification of telomerase and was successfully applied for the differentiation of cancer cells from normal cells.

This method for tracing cell fate across division states and time can be broadly applied for directing cellular differentiation.

It can be applied for cancer diagnostics by differentiation of cancer vs. normal cells, as well as for precise localization of tumors.

These analyses quantified the cellular differentiation states (and genes involved) that could in the future be applied for developing diagnostic applications in mapping differentiation states of normal and pathological hematopoietic lineages or any other cellular differentiation cascade.

The optimized THM-procedure was applied for the structural characterization and differentiation of several lignins and hydroxypropylmethyl-celluloses.

The fractional calculus has allowed the operations of integration and differentiation to be applied for any fractional order [17 21].

The FEM and backward differentiation formula (BDF) are applied for spatial and temporal discretization respectively in the present model.

In turn, the differentiation matrix can be applied for multiple times, i.e., the vector f is multiplied by (mathcal{D}^{2}_{N} ).

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