Difference between revisions of "Quantum Information Theory"
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==Full Title or Meme== | ==Full Title or Meme== | ||
| − | [[Quantum Information Theory]] (QIS) is a further abstraction of | + | [[Quantum Information Theory]] (QIS) is a further abstraction of an abstract model of real-world physics. |
==Context== | ==Context== | ||
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==Three Areas of QIS== | ==Three Areas of QIS== | ||
| − | These | + | These areas were taken from Hoofnagle and Garfinkel's book<ref> Chris Jay Hoofnagle and Simson L. Garfinkel, ''Law and Policy for the Quantum Age'' Cambridge UP 2022 ISN 9781108793179</ref> |
===Quantum Sensing=== | ===Quantum Sensing=== | ||
| − | ==Quantum Communication== | + | ===Quantum Communication=== |
See the wiki page on the [[Quantum Computing Threat]] to existing cryptography. | See the wiki page on the [[Quantum Computing Threat]] to existing cryptography. | ||
| − | ==Quantum Computing== | + | ===Quantum Computing=== |
* Most closely tracks the original suggest from Richard Feynman in modeling the physical reality of Quantum Mechanics. | * Most closely tracks the original suggest from Richard Feynman in modeling the physical reality of Quantum Mechanics. | ||
Revision as of 15:24, 16 December 2022
Contents
Full Title or Meme
Quantum Information Theory (QIS) is a further abstraction of an abstract model of real-world physics.
Context
- QIS was first suggested by Richard Feynman as a means to model the real quantum work of subatomic interactions in Information Theory.
Three Areas of QIS
These areas were taken from Hoofnagle and Garfinkel's book[1]
Quantum Sensing
Quantum Communication
See the wiki page on the Quantum Computing Threat to existing cryptography.
Quantum Computing
- Most closely tracks the original suggest from Richard Feynman in modeling the physical reality of Quantum Mechanics.
- Note that some would place the Quantum Computing Threat in this category as well. Any taxonomy such as this runs into classification ambiguity.
References
- ↑ Chris Jay Hoofnagle and Simson L. Garfinkel, Law and Policy for the Quantum Age Cambridge UP 2022 ISN 9781108793179
