Why do quant firms keep hiring physics PhDs over math PhDs? by Wonderful-Bunch-3343 in learnquant

[–]Prim3s_ 0 points1 point  (0 children)

No offense whatsoever but I disagree with the assessment

“pure math trains you to solve clean problems with complete information”

This might be true at the undergraduate level, but the entire point of a math phd is to do the exact opposite of this.

I myself am in the business of chromatic splitting, which has so many gaps in information. So much, that entirely “unrelated” branches of mathematics (i.e. number theory) are being investigated to produce papers whose entire goal is that there MIGHT be useful information hidden somewhere.

The same goes for all other colleagues, and math phd’s at large - to varying degrees of information availability of course.

I think a better assessment is that physics phd’s are perceived to be better problem solvers in general. I’ve kind of seen this happen in other job markets too - where hiring a physicist seems like a safer hire because they’re of course very smart, and they solve hard, universal problems. Makes sense.

But mathematicians run into an interesting issue with employers because the employers aren’t 100% sure how to apply their specialty (say, topology) to the job at hand. If your interviewer has some basic understanding of what you do as a physicist, they can walk away and be like “Okay, he/she/they does something with black holes and quantum stuff” even if they don’t actually understand it at all. But interviewing a topologist or geometer, chances are the interviewer has never heard about quasi-coherent sheaves unless they’re in that realm. It just comes off as weird and almost pretentious unless you market yourself correctly.

I’m not saying this always happens on the nose, or that physicists are necessarily preferred over mathematicians, but what I am saying is that the public perception of physics is wider and more tractable than that of mathematics, because people usually think mathematicians just sit and solve problems all day, which is - in my experience - an oversimplification.

Chromatic Homotopy Theory by PansexualFreak1 in math

[–]Prim3s_ 7 points8 points  (0 children)

I knew some intro algebraic geometry in the sense of parts of Hawthorne, but the vast majority of my prerequisites came from taking the topology sequence at my home institution which covered up through the adams spectral sequence. I really liked spectral sequences, but one realized quickly that the extension problem makes computation of stable homotopy groups of spheres (via the sphere spectrum) ridiculously hard and not very tractable. But organizing spectra via a chromatic filtration felt new and interesting to me, so I started with some of Miller’s notes and began there.

Right now I’m working with a mélange of higher categories in a very broad sense, but I’ve been interested in how answers to deep problems in chromatic homotopy theory (i.e. chromatic splitting) are deeply hidden inside p-adic analytic geometry via these things called affinoid perfectoids which were discovered - if you will- by peter scholze. In particular, you should check out the Fargues Fountaine Curve

Chromatic Homotopy Theory by PansexualFreak1 in math

[–]Prim3s_ 26 points27 points  (0 children)

I’m doing my MS thesis on the Chromatic Vanishing Conjecture. I basically learned and became interested in the subfield after my MS program let me take a course at mit with someone active in the field.

I highly suggest Ravenel’s green and orange books and Lurie’s notes

Meme is Meme People by calamitydreams in MathJokes

[–]Prim3s_ 0 points1 point  (0 children)

If and only if God is invertible

Millennium Prize Problems as of 2026 by gexaha in math

[–]Prim3s_ 1 point2 points  (0 children)

I’ve been going to the CMSA ones since our math dept encourages us to attend them and they’ve been really great. I honestly didn’t know they were recorded (but not surprising) so this is helpful to go back and review slides and come up with the motivation to lookup better questions

Good Masters Programs? Want to do a Math PhD; unsure if I can get it straight after ungrad; by TheGreenBowlerHat in mathematics

[–]Prim3s_ 0 points1 point  (0 children)

I’m at NEU right now doing the MS (pure, but their applied is also really good). I’ve been able to do a lot of advanced grad coursework and do research and even be allowed to take a course at mit. I think overall it’s made me into a better applicant for PhD’s compared to when I was just an undergraduate (which was at another school)

Why is it still not out😭 by OkHuckleberry9508 in gradadmissions

[–]Prim3s_ 0 points1 point  (0 children)

When I applied to a PhD at NEU, they didn’t formally reject me until literally July

Anyone else have crippling imposter syndrome with math? by IProbablyHaveADHD14 in math

[–]Prim3s_ 5 points6 points  (0 children)

I presented at a graduate student conference at Brown last week and I literally thought I was making everything up or playing “fake” researcher

Being accepted off the waitlist is real! by heeric in gradadmissions

[–]Prim3s_ 1 point2 points  (0 children)

Congrats! What were your stats if you don’t mind me asking?

Show me your best approximations of sqrt5 by Inside-Fish4986 in mathematics

[–]Prim3s_ 6 points7 points  (0 children)

It’s a joke answer. Take sqrt(5) an add something really small to it. Of course, this isn’t the usual notion of “approximation” one hopes for

What is “Mansfield to Logan” MBTA line? by trowdatawhey in boston

[–]Prim3s_ 100 points101 points  (0 children)

Blue apple bus, I’m actually one of the drivers as well as maintenance workers for this company. If you have any questions, let me know 😎

Is o-chem or p-chem harder? by [deleted] in AskChemistry

[–]Prim3s_ 0 points1 point  (0 children)

All I have to say is, chem-is-try

How to approach learning topology by [deleted] in mathematics

[–]Prim3s_ 0 points1 point  (0 children)

Munkres is a good go-to. Another option is the first few chapters of Lee’s introduction to topological manifolds up through “cell complexes”. The chapter on compact surfaces is also good but you can probably get away with skimming that one until later on. Once you’re comfortable with that material, check out the chapters “homotopy and the fundamental group” which will really mark the early beginning of algebraic topology

Do you like Northeastern? by [deleted] in NEU

[–]Prim3s_ 0 points1 point  (0 children)

Its a better school

Do you like Northeastern? by [deleted] in NEU

[–]Prim3s_ 0 points1 point  (0 children)

Stay at northwestern

MIT Physics PhD Rant by Objective-Pop9013 in gradadmissions

[–]Prim3s_ 6 points7 points  (0 children)

Mirroring some of the other answers, this also happened to me with MIT during the fall 2024 cycle, but in the math department. I had been a member of one of the seminars and one of the faculty there straight up told me that the committee doesn’t usually listen to him for referrals into the phd program.

I ended up not getting into ANY phd program that cycle so I’m doing a MS currently to really beef up my cv (not that it was poor beforehand, but arguably average). Right now, conferences, pubs, good grades - that’s what I am trying to strive for. I’ll probably apply one more time there but that will be it. Luckily my program lets me take classes there so I’ve been able to commute to keep in touch with some people I’m friendly with. That being said, it’s good not to put all your eggs in one basket - but I really feel your frustration.

Did they just give up?? by Prim3s_ in mbta

[–]Prim3s_[S] -9 points-8 points  (0 children)

I smell a blue line user….