3 ms·
Tragically (for pure mathematicians), there are some real world use cases. Last years SoME3 has this entrant https://youtu.be/Njx2ed8RGis?si=-Q0TwT8LKmTC9o0R h
by hughesjj 2y ago
Tragically (for pure mathematicians), there are some real world use cases.
Last years SoME3 has this entrant
https://youtu.be/Njx2ed8RGis?si=-Q0TwT8LKmTC9o0R https://youtu.be/Njx2ed8RGis?si=-Q0TwT8LKmTC9o0R
Also Oliver lugg has a hilarious overview of the topic
https://youtu.be/yAi3XWCBkDo?si=b5MFcnfMrYyrv_Xd https://youtu.be/yAi3XWCBkDo?si=b5MFcnfMrYyrv_Xd
- red_trumpet 2y ago> Last years SoME3 has this entrant https://youtu.be/Njx2ed8RGis?si=-Q0TwT8LKmTC9o0R https://youtu.be/Njx2ed8RGis?si=-Q0TwT8LKmTC9o0R That's not an application of category theory. The important theorem here is that the fundamental group is a functor, plus computations of the fundamental group of the disc and the circle. But that's a theorem from topology, not a theorem from category theory. Category theory is merely used as a language, to give the proof a structure. By that I don't want to say category theory is useless. But regarding the video it's neither necessary, nor an application of category theory.
- Nesco 2y ago> “There real use-cases” > Proceed to link to a non-constructive proof Why are mathematicians like this?