How To Solve X 2 Bx C 0 By Factoring The paradata of a data set or survey are data about the process by which the data were collected 1 2 Paradata of a survey are usually administrative data about the survey 3
The term paradata refers to auxiliary data collected in a survey that describe the data collection process Beaumont 2005 Couper 1998 Couper and Lyberg 2005 Kreuter and Paradata points to a need to document data processing beyond what is traditionally captured in structured metadata As a phenomenon paradata differs from
How To Solve X 2 Bx C 0 By Factoring
How To Solve X 2 Bx C 0 By Factoring
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Paradata are data collected about interviews and the survey process Some examples of paradata are how long the interview took to complete whether the person used Paradata also termed process data but not to be confused with metadata contain information about the primary data collection process e g survey duration interim status of a case
Paradata largely comprises system generated logging data which is in its own way as rich as the survey data itself and offers us insights into the behavioural characteristics of respondents In recent years a new class of data so called paradata has been collected by survey agencies Paradata are a by product of the data collection process capturing information about that
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During the last 20 years survey data have increasingly been collected through computer assisted modes As a result a new class of data so called paradata Couper Paradata can be used by survey methodologists in their pursuit of reliable replicable and generalisable knowledge about survey methods and practice The overall aim is to use that
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https://en.wikipedia.org › wiki › Paradata
The paradata of a data set or survey are data about the process by which the data were collected 1 2 Paradata of a survey are usually administrative data about the survey 3
https://www.surveypractice.org › article
The term paradata refers to auxiliary data collected in a survey that describe the data collection process Beaumont 2005 Couper 1998 Couper and Lyberg 2005 Kreuter and
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