Published December 21, 2023 | Version 2.0
Methodological guideline Restricted

Methodological Guideline for Data Engineering

Description

In AI (Artificial Intelligence) and ML (Machine Learning), data is the complementary part of algorithms. 
Algorithm performance depends on data quality. Mastering the data life cycle in an End-to-End process, to 
provide trustworthy data, is fundamental in the development of critical/complex systems. This 
methodological guide explains how to perform data engineering activities for this purpose.
The structure of this guide is as follows:

  • The Overview section introduces the reason to stress on the data lifecycle, presents an overall view 
    of the data activities described in this guide, and the position of this data lifecycle in the context of the 
    End-to-End process
  • Next sections detail each activity organized by phase.
  • The last section is exploratory and indicates how to combine data and ML techniques.

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Additional details

Trustworthy Attributes
Data Quality
Engineering roles
Data Engineer
ML-Algorithm Engineer
Use cases
Vision
Image Domain Adaptation
Object Reidentification
Object Tracking
Visual Inspection
Time series
NLP
Surrogate Model
Hybrid
System Approach
Functional Set
Data Life cycle
End to End
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