Gre Math Subject Test Advice Please

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Discussion Overview

The discussion revolves around preparation strategies for the GRE Math Subject Test, with participants sharing their experiences, advice, and concerns regarding the exam's content and their own readiness. The conversation includes topics such as recommended study materials, the importance of various mathematical subjects, and the perceived difficulty of the test.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • Some participants emphasize the importance of mastering calculus, noting that many questions rely on fundamental theorems from Calculus I.
  • Others suggest that advanced topics like Abstract Algebra, Real Analysis, and Topology are crucial for success on the test, with some recommending self-study in these areas.
  • A few participants argue that a strong precalculus background is essential, including knowledge of trigonometric identities and conic sections.
  • One participant mentions that the GRE Math Subject Test is perceived as less challenging than other GRE subject tests, suggesting that preparation should focus on the specific content areas outlined by the GRE.
  • There are differing opinions on the distribution of topics on the test, with some asserting that calculus constitutes a significant portion while others believe that advanced topics are equally important.
  • Concerns are raised about the readiness of individuals without a solid background in advanced mathematics, with one participant suggesting that a lack of knowledge in key areas could hinder performance significantly.

Areas of Agreement / Disagreement

Participants express a mix of agreement and disagreement regarding the importance of various mathematical subjects for the GRE Math Subject Test. While there is consensus on the necessity of calculus, opinions diverge on the weight of advanced topics and the overall difficulty of the test.

Contextual Notes

Some participants note that the perceived difficulty of the GRE Math Subject Test may vary based on individual backgrounds and preparation levels, highlighting the subjective nature of readiness for the exam.

Who May Find This Useful

Students preparing for the GRE Math Subject Test, particularly those with concerns about their mathematical background or those seeking study strategies and resources.

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Gre Math Subject Test Advice! Please!

Hi everyone,

I just posted a thread before but I am interested in asking this as well. I'm sure some have taken the GRE MATH subject exam. I want to take it but I believe I am lacking in some classes like, analysis, topology, and complex variables as well as abstract algebra. I plan to take it this December, is there any advice that anyone can offer on how to prepare for the exam? Like any books (besides the princeton review cracking the GRE MATH) or how to go about studying for the exam? Thanks in advanced.
 
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Just review a lot of calculus. What gets a lot of people are theorems from Calc I they forgot. If you can squeeze in an Advance Calculus course, do so. It help me. Analysis comes in handy too. As for topology and complex variables, not to many questions come from those classes. Abstract Algebra makes the test a bit easier and you'll get more right if you know it.
 
PowerIso,

Thank you for your advise. Basically, I have seen the percentage distribution of topics and ultimately, it does boil down to mastering Calculus. I am planning to work through Advanced Calculus (by this you mean something along the lines of Kreyzigs Advanced Engineering Mathematics). Although I have not taken a formal proof class, I am taking Number Theory and I am being introduced to induction and contradtiion and good stuff like that. But I am confused as to how Analysis would be useful. If you do not mind, can you please elaborate on that more? I really appreciate your help so far. Thank you test
 
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Hey do not forget precalculus; every once in a while you might have to know the equation of a parabola (the whole directrix stuff) or the equation of a hyperbola or an ellipse. Also, you got to memorize all those trig identities.
 
If you're taking the mathj GRE and can't derive the trig identites when you don't remember them, you shouldn't be going to grad school.
 
In real analysis you'll learn a lot more about differentiability, convergence, integration, sequence of functions, smoothness. Having a more detail idea over those topics give you a better chance answering the questions most people get wrong.
 
practice the test. log onto the gre website and find out what is measured and learn that.

and/or buy a gre practice book.hint: the gre test is about a thousand levels below the level of grad school, so any thing below about a 750 or 800 is discouraging,
 
Dear Everyone,

Thank you very much for all of your valuable input so far. Thank you PowerIso for elaborating on the advantage of understanding analysis. To further on that, I'm going to start using Understanding Analysis by Abbott then move to Rudin if time permits. Yes, I agree that a strong precalculus background is essential. So thank you Vid and PowerIso for the tip.

This question if for Mathmonk; if you do not mind. Before that, thank you for your time. Mathmonk, can you (or anyone who wants to provide their advice, please anything is deeply appreciated) apply that same concept to a program that is not completely mathematics based? An adviser from the Computational Biology and Molecular Biophysics program said that any life/physical/mathematical science subject test would be RECOMMENDED, but if I choose not to go with it, my other credentials have more weight. Might I add that I have already taken a graduate mathematics course in that department and did very well.

Thank you once again for everyones time. Hope to hear from more soon!
 
well i started to say my advice was drunk advice.

but no, i think the math gre is more trivial than probably the gre in other subjects.

so don't freak out.
 
  • #10
I would not recommend taking the GRE Math Subject Test with your current background. Without any background in Abstract Algebra, Topology, Real Analysis, Combinatorics, or Complex Analysis, you will, off the bat, not be able to answer ~25-30% of the questions on the test.

If you are still determined to take the test, self teach yourself as much Abstract Algebra, Real Analysis and Topology as possible. Then, review Calculus I-III, Diff EQ, Linear Algebra, and Probability HARDCORE. If you study hard, you may have a decent shot at >75%ile.
 
  • #11
When I took the exam, it was 25% calc, tops. If you don't have any advanced coursework in mathematics, you'll need to be an absolute genius to break 40th percentile.
 
  • #12
The format of the GRE MATH subject is approximately 50% in Calculus, 25% in linear/abstract/elementary algebra, and the the last 25% on mostly the material that you are lacking in. So, you should be able to answer a majority of the questions on the test.
 
  • #13
konthelion said:
The format of the GRE MATH subject is approximately 50% in Calculus, 25% in linear/abstract/elementary algebra, and the the last 25% on mostly the material that you are lacking in. So, you should be able to answer a majority of the questions on the test.

Yea, but pretty much everyone taking that test will be able to answer all the calculus problems so the other stuff is what actually matters when generating scores.
 
  • #14
mathwonk said:
hint: the gre test is about a thousand levels below the level of grad school, so any thing below about a 750 or 800 is discouraging,

No way do I agree with this. I have a friend who got a 700 on the math gre and he's kicking @$$ at one of the top math schools in the nation.
 

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