Difference between revisions of "Universal data abstraction"
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Universal Data Abstraction is a [[Technical Terms::digital native]] skill that will enable people to use any repeatable representational approach to encode information content. As long as the representational approach is object and repeatable, any amount of information can be encoded in "[[Technical Term::data]]", that is why data abstraction can be considered to be "[[Technical Term::Universal]]". The concept of [[universality]] is counter intuitive, and can be partially explained by the famous talk<ref>{{:Paper/The Unreasonable Effectiveness of Mathematics in the Natural Sciences}}</ref> by [[Eugene Wigner]]. | Universal Data Abstraction is a [[Technical Terms::digital native]] skill that will enable people to use any repeatable representational<ref>{{:Book/Digital Mantras: The Languages of Abstract and Virtual Worlds}}</ref> approach to encode information content. As long as the representational approach is object and repeatable, any amount of information can be encoded in "[[Technical Term::data]]", that is why data abstraction can be considered to be "[[Technical Term::Universal]]". The concept of [[universality]] is counter intuitive, and can be partially explained by the famous talk<ref>{{:Paper/The Unreasonable Effectiveness of Mathematics in the Natural Sciences}}</ref> by [[Eugene Wigner]]. | ||
In data asset management practices, the physical size of data, is often measured in terms of the time and space required to transfer or replicate the asset. Therefore, we created the asset classification in terms of [[Page/File/Service]], each adheres to a broad type of asset management functional category. In the case of [[Page/File/Service]] classification, they each relates to data presentation, data storage, and data provisioning. | In data asset management practices, the physical size of data, is often measured in terms of the time and space required to transfer or replicate the asset. Therefore, we created the asset classification in terms of [[Page/File/Service]], each adheres to a broad type of asset management functional category. In the case of [[Page/File/Service]] classification, they each relates to data presentation, data storage, and data provisioning. | ||
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Revision as of 15:46, 3 September 2021
Universal Data Abstraction is a digital native skill that will enable people to use any repeatable representational[1] approach to encode information content. As long as the representational approach is object and repeatable, any amount of information can be encoded in "data", that is why data abstraction can be considered to be "Universal". The concept of universality is counter intuitive, and can be partially explained by the famous talk[2] by Eugene Wigner.
In data asset management practices, the physical size of data, is often measured in terms of the time and space required to transfer or replicate the asset. Therefore, we created the asset classification in terms of Page/File/Service, each adheres to a broad type of asset management functional category. In the case of Page/File/Service classification, they each relates to data presentation, data storage, and data provisioning.
Three Examples of Universal Data Abstraction
- Page: In a web browser environment, all data are being presented through Page-based" representation.
- File: In computer operating systems, all data sets, devices, and communicating channels are considered to be Files.
- Service: In network-connected computing systems, recently considered to be the computing cloud, all data sets, devices, and communicating channels are considered to be Services.
A demo showing that one instruction can be used to perform universal computation.
References
- ↑ Holtzman, Steven (August 4, 1995). Digital Mantras: The Languages of Abstract and Virtual. local page: The MIT Press.
- ↑ Wigner, E. P. (1960). "The unreasonable effectiveness of mathematics in the natural sciences. Richard Courant lecture in mathematical sciences delivered at New York University, May 11, 1959". Communications on Pure and Applied Mathematics. local page. 13: 1–14. Bibcode:1960CPAM...13....1W. doi:10.1002/cpa.3160130102. Archived from the original on 2020-02-12.