Непрерывное математическое образование

https://igorpak.wordpress.com/2024/12/09/concise-functions-and-spanning-trees/

«…if you ask a traditional combinatorialists they would be happy to tell you they they like their area to be trend-resistant. They wouldn’t use these words, obviously, but rather say something about timeless, or beautiful art (…) If you’ve been reading this blog for a while, then you already know how I feel about such backward-looking views. When these win, the area becomes stale, isolated, and eventually ignored by both junior researchers and the “establishment” (…) Personally, I don’t see this happening in part due to the influence of Theoretical Computer Science (…)

Last year, in the middle of a technical complexity theoretic argument, I learned of a yet another very general direction which seem to have been overlooked. I will discuss it briefly in this blog post…»

Igor Pak's blog

Concise functions and spanning trees

Is there anything new in Enumerative Combinatorics?  Most experts would tell you about some interesting new theorems, beautiful bijections, advanced techniques, connections to other areas, etc…

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3.7K viewsedited  Dec 20 at 06:05

https://igorpak.wordpress.com/2024/12/09/concise-functions-and-spanning-trees/

«…if you ask a traditional combinatorialists they would be happy to tell you they they like their area to be trend-resistant. They wouldn’t use these words, obviously, but rather say something about timeless, or beautiful art (…) If you’ve been reading this blog for a while, then you already know how I feel about such backward-looking views. When these win, the area becomes stale, isolated, and eventually ignored by both junior researchers and the “establishment” (…) Personally, I don’t see this happening in part due to the influence of Theoretical Computer Science (…)

Last year, in the middle of a technical complexity theoretic argument, I learned of a yet another very general direction which seem to have been overlooked. I will discuss it briefly in this blog post…»

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