Difference between revisions of "Universal construction"
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[[wikipedia:Universal construction|Universal construction]], also known as [[Universal property]], is an ideal pervasive in the literature of [[Category Theory]]. | [[wikipedia:Universal construction|Universal construction]], also known as [[Universal property]], is an ideal pervasive in the literature of [[Category Theory]]. This ideal, or the thesis of [[Category Theory]], offered a very different approach to organize knowledge. It is different in a way that it claims all things, all phenomenon came from a single, universal source. This claim indicates that if you master the mechanisms of how this single universal construct generate individual things, all things come from this single idea. That means you don't need to study anything else, since all of them are just variants or descendants of this [[universal construct]]. | ||
There are some videos on this subject by Olivia Caramello<ref>{{:Video/Unification and morphogenesis}}</ref><ref>{{:Video/The idea of 'bridge' and its unifying role}}</ref><ref>{{:Book/Political Numeracy}}</ref>. | There are some videos on this subject by Olivia Caramello<ref>{{:Video/Unification and morphogenesis}}</ref><ref>{{:Video/The idea of 'bridge' and its unifying role}}</ref><ref>{{:Book/Political Numeracy}}</ref>. | ||
Revision as of 10:56, 6 September 2021
Universal construction, also known as Universal property, is an ideal pervasive in the literature of Category Theory. This ideal, or the thesis of Category Theory, offered a very different approach to organize knowledge. It is different in a way that it claims all things, all phenomenon came from a single, universal source. This claim indicates that if you master the mechanisms of how this single universal construct generate individual things, all things come from this single idea. That means you don't need to study anything else, since all of them are just variants or descendants of this universal construct.
There are some videos on this subject by Olivia Caramello[1][2][3].
References
- ↑ Caramello, Olivia (May 24, 2021). Unification and morphogenesis : a topos-theoretic perspective. local page: Institut des Hautes Études Scientifiques.
- ↑ Caramello, Olivia (Dec 1, 2018). The idea of 'bridge' and its unifying role. local page: TEDxLakeComo.
- ↑ Meyerson, Michael (2002). Political numeracy : mathematical perspectives on our chaotic constitution. local page: Norton Publisher. ISBN 0393323722.