Schools Graduate School: Can I get in? - Thinking about going back to Math

AI Thread Summary
The discussion centers on the feasibility of pursuing a PhD in mathematics given a non-traditional academic background. The individual has a mix of philosophy and math coursework, a strong overall GPA, and relevant GRE scores, but lacks some advanced math classes like real analysis. Participants suggest that while mid-level PhD programs may be accessible, taking additional foundational courses could enhance admission chances and funding opportunities. They also highlight the importance of demonstrating commitment to math through coursework to secure assistantships. Overall, transitioning into a PhD program in math seems possible with the right preparation and strategic planning.
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Graduate School: Can I get in? -- Thinking about going back to Math

Hi, I have been pondering some kind of PhD program in mathematics, and I have a couple questions. So, first, knowing my background might be nice. I graduated from a small, mid-level liberal arts college with a major in philosophy and minors in math/physics. Then, for whatever reason, I went to another year of undergrad at a low/mid-level state school, where I took a bunch of random classes, including enough math to have ~33 hours. Originally, I was going to go to go to graduate school in philosophy. I got into a relatively great terminal M.A. program, but decided not to go that track, and ended up starting into a M.A. program for IT, which thus far I have enjoyed quite a bit. I'm about halfway through this program, and it's not too challenging, but I am definitely going to finish it; also, classes are only offered at night. I currently work as a tutor and substitute teacher, which makes enough money for me, so my days are open a bit.

To get down to it, I am curious if I could get into a mid-level PhD program and whether or not I could get funding of any kind from such an institution. My stats are essentially, ~33 hours in mathematics (most of the essentials accounted for), Overall GPA: ~3.7, Math GPA: ~3.25, GRE: Quant 750, Verbal 580, and if it counts for anything I spent a semester at Oxford studying the philosophy of mathematics.

I didn't really try that hard through the good portion of my college career. It wasn't until a couple of years ago that I really started caring, even though I have always loved school, I just didn't put that much into it. Anyway, I love teaching and I love math, and would be interested in trying to get into a PhD program, as a supplement to my IT/Philosophy knowledge, and in case I would like to teach later in my life. Does this sound feasible as long as I am not trying to get into a mid-level-ish school?
 
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I don't know a whole lot about PhD programs, but I expect you could, at the very least, get into a master's program, from which you could transfer up to a PhD eventually. Have you taken abstract algebra or real analysis (also known as advanced calculus at some schools)? Schools tend to look for that, although even those can be worked around, at least at the master's level. I can't really tell you much about your specific situation, but I can tell you that I graduated with a BA in creative writing with almost enough credits for a second major in math, and I got accepted to several master's programs in math. They weren't terribly prestigious schools, but they were all right. I hadn't taken algebra or analysis or even discrete math, but the state school I ended up choosing will let me make up the undergrad coursework I'm missing. I don't remember my GRE scores, but my overall GPA was 3.8 and my math GPA was about 3.6.

Sidenote: Philosophy of math sounds really awesome! What sorts of things did you study in that program?
 


Thanks. That's useful information. Also, I have taken abstract, but only one semester's worth. I haven't taken real, though. A second question, if you don't mind: did they offer you funding, also, or were you on your own?

Sidenote response: It was really great. I did a lot of weird things like numbers as objects and platonic ideals; number structures and whether these structures were localized to a specific model or solely structures in themselves. Stuff like that. It was very interesting.
 


As it stands, I'm not entirely sure. The school generally funds all its grad students, both at the master's and PhD levels. They told me I wouldn't be able to get an assistantship right away because of the gaps in my background (apparently they are somewhat concerned that I will drop out because I'll be freaked out by how much math is involved, since I was not actually a math major...or something?) but that if I stuck it out and did well in the transitional coursework I should have an assistantship by either my second semester or the beginning of my second year. They said they may be able to give me a tuition waiver until then, but I am still waiting to hear back for sure. I did get offered full funding at another school, but its program was much smaller and had fewer options.

Response to sidenote response: That's so cool! What kind of program was it? I was looking into history/philosophy of science programs before I decided I wanted to keep going with math.
 


Canadian universities offer funding at both the MSc and PhD levels. Look into those options. I'm not certain about eligibility (with regards to your degrees) though. If that interests you, try e-mailing to confirm.
 
Hey, I am Andreas from Germany. I am currently 35 years old and I want to relearn math and physics. This is not one of these regular questions when it comes to this matter. So... I am very realistic about it. I know that there are severe contraints when it comes to selfstudy compared to a regular school and/or university (structure, peers, teachers, learning groups, tests, access to papers and so on) . I will never get a job in this field and I will never be taken serious by "real"...
Yesterday, 9/5/2025, when I was surfing, I found an article The Schwarzschild solution contains three problems, which can be easily solved - Journal of King Saud University - Science ABUNDANCE ESTIMATION IN AN ARID ENVIRONMENT https://jksus.org/the-schwarzschild-solution-contains-three-problems-which-can-be-easily-solved/ that has the derivation of a line element as a corrected version of the Schwarzschild solution to Einstein’s field equation. This article's date received is 2022-11-15...

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