Remote
Scott Neville
@drScott@mathstodon.xyz
Mathematics PhD at ICERM Fall 2025. I will be at LACIM in Winter 2026.
I like thinking about combinatorics, theoretical computer science, and number theory.
58 Followers
91 Following
15 Posts
Joined August 22, 2024
Open post
Replying to
a step
@benleis@mathstodon.xyz We should probably rewrite that as $3^15 + 3 \cdot 3^10 + 3 \cdot 3^5 + 1$, and perhaps look at a triangle.
1
0
0
0
Open post
Replying to
@2something this is an excellent observation! I get a similar effect where when I'm reading a paper on a laptop I'll take fewer notes and do less of the examples vs when it's printed. I always blamed it on the pain of media/context switching, but I've no data...
2
1
0
0
Open post
So pleased to have posted a preprint with Amanda Burcroff this week, on eventual sign coherence for quiver mutation. http://arxiv.org/abs/2605.12865
I'm especially happy to now be a scholar of brogs https://www.xenoserieswiki.org/wiki/Brog
#combinatorics #xenoblade #quivers #clusteralgebras
1
0
0
0
Open post
Aristotle, famous for work on naming Boops Boops ( https://en.wikipedia.org/wiki/Boops_boops )
1
0
0
0
Open post
Replying to
AI
@2something@transfem.social the analogy of DRM seems very insightful. Do you know of any longer/extended/further analysis? The company finance history could be interesting.
1
1
0
0
Open post
Replying to
The devs are discriminating against the bug type.
1
0
0
0
Open post
Replying to
@2something Don't stop at teens! Talk with the Toddlers! Let siblings strike in solidarity. They have to live with our choices much longer than we do.
1
0
0
0
Open post
Replying to
@yoriyuki I know one teaching model that still requires code experience and gets students to prep: each class has a random student coding on the projector in front of the class, working on an exercise with help from the peanut gallery + prof.
However, unless you are really careful this will slow down the class a lot. I learned a lot from the programming languages course that worked this way, but it didn't cover all that much material.
1
0
0
0
Open post
Replying to
fortunately, I think most repeated tokens will suffice? Hopefully?
0
0
0
0
Open post
Replying to
@HM @EUCommission confused by this reply. Seems pretty small scale marketing effort, roughly in line with what a public organization needs to do to avoid being labeled as useless, without demanding space and being annoying. The right amount of marketing is not 0.
0
0
0
0
Open post
Replying to
@tomkalei@machteburch.social @tao@mathstodon.xyz this makes a lot of sense to me - similar to how 'run it through spell check' has become.
0
0
0
0
Open post
Replying to
spoiler (solution)
@benleis@mathstodon.xyz @gjm@mathstodon.xyz I didn't do more; let's see if there's fun ahead. It seemed to me that factors of 3 digit numbers can't be that bad?
(3⁵+1)³, so we're looking for the largest prime factor of 3⁵+1 . This is 3*81+1=244=4*61. So our answer is 61.
And now to reflect on if there's a cleaner way to get that... 61 is 2⋅3³+2⋅3+1 , which doesn't jump out at me from the initial trinary. Famously 2^3 = 3^2-1, so our other factor is 2⁶=3⁴−23²+1, which seems not that great.
Spoiler please!
0
2
0
0