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Followers
48
Account age
4 yrs
💰 Suggested sponsorship rate
$40 – $65 / sponsored post
Estimated from audience size & typical reach — every deal is negotiable and held in SocialDB escrow.
🎁 Free analysisfor Min Ro
📊 Post engagement
Recent posts · likes + reposts
Feb 23latest
3
Avg engagement / post
1–6
Typical post (engagement)
6.3%
Engagement vs followers
64/100
Consistent reach
Apr 2022
On Mastodon since
Half of recent posts land between 1 and 6 likes + reposts (median 2) — a dependable floor a sponsored post can count on.
🔥 Top post: I'm not particularly practically minded, but I have a curiosity · 8 likes + reposts
📊 Activity & format
Posting cadence
0.06 / week
A lower-frequency account — each post lands with more weight.
Content mix
Mostly text
Recent: 11 text · 1 image · 0 video.
Follower / following
0.3×
Follows 163 back. A more reciprocal / networked account.
Recent posts
View on Mastodon ↗
I'm trying to start a reading project on Substack. Here's my first post: https://minimalrho.substack.com/p/formalizing-fractals
I feel like I go on to social media in the deep, misguided hope that one day I'll find people with whom I can genuinely bond with and get along with, but that this never happens and I wonder if I'm just uniquely bad at getting along with p…
At the very least, I'm having some fun with AI.
Some interesting stories about some of the major figures in functional analysis linked below (open access even!). Surprisingly, I don't know much of the history of functional analysis despite being a (former) C*-algebraist. Maybe I should …
Within this book review is an interesting overview of recent history in the philosophy of mathematics, including a bit about the philosophy of mathematical explanations that I posted about before. https://www.tandfonline.com/doi/full/10.10…
When looking into philosophy of math, the main topics of the subject seem uninteresting from my point of view. But I recently read this paper which suggests that at least some recent ideas there may be of interest to a mathematician. This …
I wrote a little essay about my personal thoughts about the concept of mathematical stories on substack that I thought might be of some interest: https://minimalrho.substack.com/p/a-story-about-mathematical-storytelling
Today's AMS calendar puzzle was \[ \dfrac{\cot^3\left(\dfrac{\pi}{12}\right) - \tan^3\left(\dfrac{\pi}{12}\right)}{2} \text{ (round) }\]
I used a tangent half angle formula and brute forced the algebra to get \( 15\sqrt{3}\) which rounds …
The fact that the golden ratio does not have many good rational approximations is often stated as the reason why it's the "most irrational number," but I hope that this illustrates the opposite: having few good rational approximations is a…
Now let's turn to the golden ratio with Hurwitz's theorem: If x is irrational, then there exist infinitely many rational numbers such that \[| x - \frac{p}{q}| < \frac{1}{\sqrt{5}q^2}\]. Furthermore, the \(\sqrt{5}\) is optimal here, in th…
Notice that this Dirchlet's theorem characterizes the rationals as having only finitely many of approximations within this error. The intuition here (and proof for that matter) is that once our denominator reaches the actual denominator of…
At the very least, I'm having some fun with AI.
Some interesting stories about some of the major figures in functional analysis linked below (open access even!). Surprisingly, I don't know much of the history of functional analysis despite being a (former) C*-algebraist. Maybe I should …
Within this book review is an interesting overview of recent history in the philosophy of mathematics, including a bit about the philosophy of mathematical explanations that I posted about before. https://www.tandfonline.com/doi/full/10.10…
When looking into philosophy of math, the main topics of the subject seem uninteresting from my point of view. But I recently read this paper which suggests that at least some recent ideas there may be of interest to a mathematician. This …
I wrote a little essay about my personal thoughts about the concept of mathematical stories on substack that I thought might be of some interest: https://minimalrho.substack.com/p/a-story-about-mathematical-storytelling
Today's AMS calendar puzzle was \[ \dfrac{\cot^3\left(\dfrac{\pi}{12}\right) - \tan^3\left(\dfrac{\pi}{12}\right)}{2} \text{ (round) }\]
I used a tangent half angle formula and brute forced the algebra to get \( 15\sqrt{3}\) which rounds …
The fact that the golden ratio does not have many good rational approximations is often stated as the reason why it's the "most irrational number," but I hope that this illustrates the opposite: having few good rational approximations is a…
Now let's turn to the golden ratio with Hurwitz's theorem: If x is irrational, then there exist infinitely many rational numbers such that \[| x - \frac{p}{q}| < \frac{1}{\sqrt{5}q^2}\]. Furthermore, the \(\sqrt{5}\) is optimal here, in th…
Notice that this Dirchlet's theorem characterizes the rationals as having only finitely many of approximations within this error. The intuition here (and proof for that matter) is that once our denominator reaches the actual denominator of…
🐘 Community & instance
Home server
mathstodon.xyz
Their home server on the fediverse — the instance a creator picks signals the community they belong to.
On Mastodon since
Apr 2022
An established account with real history on the platform.
💡 Facts
🗓️Joined Mastodon in 2022 — 4 years ago.
👁️Averages 3 views per post.
📤Posts about 0.1× per week.
📍Based in Mexico.
🕵️ Fake follower check
Estimated64/100
Good
Credibility score
89%
Real
Real audience
Low
Fake-follower risk
Medium
Data confidence
- Est. 89% real, active audience · Low fake-follower risk.
- Engagement (~6.3% of followers engage each post) is around typical for Mastodon.
- Established account (4+ years old).
Heuristic estimate from engagement, follower ratios, account age & growth — a screening signal, not a guarantee.
About
Instructor at University of New Mexico, Los Alamos (he/him). I am not/no longer a research mathematician, but I'm still interested in "higher" mathematics. I'm more interested in pedagogy these days since it's more relevant for my daily activities.
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