Just a little advice please (on math graduate school)

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SUMMARY

To pursue a graduate degree in pure mathematics, a student with a biology major and a minor in mathematics should complete essential courses including Real Analysis (I-II), Linear Algebra (I-II-III), Abstract Algebra, and Topology. Additional coursework in Differential Equations (ODE), Geometry, and Complex Analysis is also recommended to meet graduate school requirements. Prospective students must verify specific admission criteria on the websites of their chosen graduate programs, as many prefer candidates with a mathematics major. Balancing a dual focus on biology and mathematics may complicate the pursuit of a PhD, which demands full-time commitment.

PREREQUISITES
  • Real Analysis (I-II)
  • Linear Algebra (I-II-III)
  • Abstract Algebra
  • Topology
NEXT STEPS
  • Research the specific admission requirements for graduate programs in pure mathematics.
  • Explore advanced topics in Differential Equations and their applications in mathematical biology.
  • Investigate the curriculum for a Mathematics major to ensure all necessary courses are completed.
  • Consider the implications of pursuing a dual degree in Biology and Mathematics on graduate school applications.
USEFUL FOR

Students majoring in Biology with an interest in pursuing graduate studies in pure mathematics, academic advisors, and anyone considering a dual focus in mathematics and medical studies.

Mustapha13
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I'm interested in applying to grad school (pure mathematics), however would i be able to do so, with just 10 courses in mathematics (major: Biology, Minor: Math) ?


If so what courses should i take? (topology, analysis, logic,ect.. ??)
 
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You definitely will need to take analysis and algebra.

Seriously, take as much as possible. Pretty much any upper division math class would be considered very helpful
 
jeffasinger said:
You definitely will need to take analysis and algebra.

Seriously, take as much as possible. Pretty much any upper division math class would be considered very helpful

I'm really greatful to your advice, i really apreciate it.

So basically, i should take real analysis (I-II-II), and linear algebra (I-II-III) and of course calculus (I-II), and that should be decent preparation for graduate school in mathematics?
 
First of all you should check your department's requirements for the minor. Those three things I think would barely be enough to earn a minor. You'd need abstract algebra at least I assume. You'll also need to check some of your prospective grad schools websites for what requirements they have. I assume most would like a major in math..

Any reason you are majoring in biology but want to go to math grad school?
 
It's probably very university dependent, however, where I study there are people going from minor math undergraduate degree to pure math graduate, but they surely do more than those analysis and linear algebra courses you mentioned (at least a few of {topology, complex analysis, logic, set theory, advanced courses in algebra\analysis}) and also have to do some "undergraduate completions" in their first graduate year (at the very least all the courses mentioned above)

I join nergu's question: if you want to study pure mathematics, why won't you major in math?
 
If you want to do grad school in pure math, then you definitely need a year of math analysis, topology, abstract algebra, ODE, and maybe a few geometry courses (or complex analysis). Check the school you want to go to and see what their requirements for admission are. If you have enough of these classes under your belt already then there is a chance they can admit you contingent on you taking some additional undergraduate courses. Good luck!

PS: I was an applied math masters degree student a few years ago. I did horrible (my ug was in pure math) because probably my heart was in something more applied I think- that is why I am pursuing physics grad school now. Best of luck to you
 
planethunter said:
If you want to do grad school in pure math, then you definitely need a year of math analysis, topology, abstract algebra, ODE, and maybe a few geometry courses (or complex analysis). Check the school you want to go to and see what their requirements for admission are. If you have enough of these classes under your belt already then there is a chance they can admit you contingent on you taking some additional undergraduate courses. Good luck!

PS: I was an applied math masters degree student a few years ago. I did horrible (my ug was in pure math) because probably my heart was in something more applied I think- that is why I am pursuing physics grad school now. Best of luck to you

thank you !
 
negru said:
First of all you should check your department's requirements for the minor. Those three things I think would barely be enough to earn a minor. You'd need abstract algebra at least I assume. You'll also need to check some of your prospective grad schools websites for what requirements they have. I assume most would like a major in math..

Any reason you are majoring in biology but want to go to math grad school?

My great passions are problem solving, biology and mathematics.
I am wishing to pursue a Medical degre and a graduate degree in Mathematics,

and so, a biology degree will allow me to fullfill the required courses for medical school,

It is possible for me to fullfill my pre-med requirements while in the Mathematics program, however, if i major into mathemtics, i want to be at the top of my classes, and so Heavy requirements such as Organic Chemistry and such might be a disadvantage vs. students who are fully concentrated on mathematics.

any more advice would be great!
 
Mustapha13 said:
any more advice would be great!

Make up your mind about what you want to do. A PhD program is very much a full time job. It will be very difficult to be successful at it if you try and do it "on the side".
 
  • #10
You can try going into the mathematical biology route, like I'm doing right now. However, like any applied field most of it will focus on differential equations, optimization, etc. and less on abstract math, though there are *some* applications to it (or at least I really hope there are, since I want to try to combine those two fields).
 

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