The phrase "analytics by using" is correct and usable in written English.
It can be used when discussing the method or approach taken to perform analytics or data analysis.
Example: "We can improve our decision-making process through analytics by using advanced statistical models."
Alternatives: "analytics through" or "analytics via".
Retool employee turnover analytics by using inventory management frameworks that integrate employee acquisition, development and separation.
ESA extends existing best-practice methods for sensitive-data analytics, by using cryptography and statistical techniques to make explicit how data is elided and reduced in precision, how only common-enough, anonymous data is analyzed, and how this is done for only specific, permitted purposes.
This paper describes the ExpertLens system and methodology, briefly discusses recent ExpertLens trials, provides conceptual arguments for why it is an appropriate model for eliciting expert opinions, illustrates its main components and analytics by using an infrastructure investment example, and discusses a research agenda for testing the underlying tenets of the ExpertLens approach.
Now we will show that these solutions are analytic by using the method of successive approximations.
[He 92] presents an interesting hybrid representation based on their analytic model, by using a precomputed spline to simplify the computationally difficult parts of the equation.
Our approach is designed to address a wide variety of industry concerns as it achieves substantial data compression by storing only essential FE information and is efficient for visualizing heterogeneous analytic results by using a modified scene graph data structure.
We obtain an interesting subordination relation for Salagean-type certain analytic functions by using subordination theorem.
In the present paper, we obtain some mapping and inclusion properties for subclasses of analytic functions by using a linear operator defined by the Gaussian hypergeometric function.
We define the following class of multivalent analytic functions by using the operator I μ, p ( a, b, c ) f ( z ) above.
This study was set up to investigate rater performance under holistic and analytic scorings by using a large number of writing samples and a large number of raters.
where u ( t, z ) is the unknown function ρ ∈ ( 0, 1 ) and β ∈ ( 0, 1 ]. We propose to show that (14) has a unique analytic solution by using the Banach fixed point theorem.
