Difference between revisions of "From Counting to Monoidal Category"
Jump to navigation
Jump to search
m (Text replacement - "{{#ev:youtube |" to "{{#widget:YouTube |id=") |
|||
| Line 2: | Line 2: | ||
It is my scientific belief that everything pretty much is [[monoidal category]] and that instead of counting, it should have started with [[monoidal category]]. [[Bob Coecke]] in <ref extends="QNLP with Khan">[https://youtu.be/g6P1MprxS2I?t=620 starting from 620 second]</ref>. | It is my scientific belief that everything pretty much is [[monoidal category]] and that instead of counting, it should have started with [[monoidal category]]. [[Bob Coecke]] in <ref extends="QNLP with Khan">[https://youtu.be/g6P1MprxS2I?t=620 starting from 620 second]</ref>. | ||
<noinclude> | <noinclude> | ||
{{# | {{#widget:YouTube | ||
|g6P1MprxS2I|||||start=620 | |id=g6P1MprxS2I|||||start=620 | ||
}} | }} | ||
Latest revision as of 14:42, 26 August 2022
In the video titled:Quantum Natural Language Processing - CQC's Ilyas Khan and Bob Coecke[1], Bob Coecke stated that Monoidal Category is the most primal structure in the worldCite error: Invalid <ref> tag; invalid names, e.g. too many.
It is my scientific belief that everything pretty much is monoidal category and that instead of counting, it should have started with monoidal category. Bob Coecke in Cite error: Invalid <ref> tag; invalid names, e.g. too many.
Bob Coecke also commented on General Compositional AI in this video.
General Compositional AI
In the In the video titled:Quantum Natural Language Processing - CQC's Ilyas Khan and Bob Coecke[1], Bob Coecke mentioned the term:General Compositional AICite error: Invalid <ref> tag; invalid names, e.g. too many. This statement showed that it is possible to utilize Monoidal Category as the Universal component to represent a broad range of systems.
References
- ↑ 1.0 1.1 Coecke, Bob (May 16, 2020). Quantum Natural Language Processing - CQC's Ilyas Khan and Bob Coecke. local page: Cambridge Quantum.