Where should I apply? PhD in Applied Mathematics

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SUMMARY

The discussion centers on applying for a PhD in Applied Mathematics, with a participant currently completing their degree at a California State University. They possess a strong academic record, including a GPA of 3.79 and a Math GPA of 3.92, alongside relevant coursework in Calculus, Differential Equations, and programming in C/C++. Key recommendations include applying to approximately 10 top-ranked schools, improving GRE scores, and ensuring clarity on research interests before submitting applications.

PREREQUISITES
  • Understanding of Applied Mathematics concepts, particularly in PDEs and Mathematical Modeling.
  • Familiarity with programming languages, specifically C/C++ for computational applications.
  • Knowledge of GRE requirements and their impact on graduate school applications.
  • Experience in writing academic statements of purpose and research proposals.
NEXT STEPS
  • Research top 20 mathematics programs in the U.S. and their specific application requirements.
  • Improve GRE scores by utilizing test preparation resources and practice exams.
  • Clarify research interests within Applied Mathematics, focusing on computational methods.
  • Seek feedback on statement of purpose from experienced mentors or peers.
USEFUL FOR

Undergraduate students in mathematics or related fields, prospective PhD candidates in Applied Mathematics, and individuals seeking guidance on graduate school applications and research focus.

danesnick
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Hello, I am currently in my final year at a California State University majoring in Mathematics (Applied track) and minoring in computer science. I've begun lurking forums such as the physics to figure out what sort of programs I am qualified to apply for, and what be good opportunities as well as available funding.

Here is some of my academic background:

GPA: 3.79
Math GPA: 3.92
GRE - 159 Q / 150 V / ?? A (Took it two days ago, I don't do standardized tests well)

Significant courses taken:
Calculus I-IV - B, A, A, A, respectively.
Ordinary Differential Equations - A
Linear Algebra - A
Sets & Logic (First Proof-based course) - A
Complex Variables - A
Intro to Real Analysis - A
Numerical Analysis - A

Programming Fundamentals (C/C++) - A
Data Structures & Algorithms (C/C++) - A
Discrete Structures - A
Computer Networks - A

Left to take: Into to PDEs, Probability Theory, Abstract Algebra I, Intro to Real Analysis II (Measure Theory), and possibly a Mathematical Modeling course, Advanced Linear Algebra Course, and/or more computer science courses.

Undergraduate Research:
Participated in a NSF-funded REU this summer where I worked on Mathematical Modeling involving Fluid Dynamics (Solved large PDEs using Mathematica and Perturbation methods). Also currently doing a reading course involving Pseudorandom Sequences with a professor at my university and eventually going to have a project to work on and finish hopefully by the end of my last year.

I have started a list of schools, but not sure where I can apply in terms of ranked schools, given my not-so stellar (but not bad) GRE scores. Not entirely sure what I would like to research, but the computational side of Applied Math I don't mind. Any recommendations?
 
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I would suggest applying to ~10 top schools from the top 20 math schools in the US. If having a year not in school is a possibility you aren't willing to consider, then also apply to a couple of backups that you're pretty sure you can get into and that are in places where you think you'd like to live. Get multiple people with excellent writing skills to give comments on your statement of purpose; I see tons of these that students have already sent in, and it breaks my heart because they're so badly written.
 
1. Retake the GRE. If you think you can do better, DO BETTER.
2. Don't even bother to apply for grad school until you know what you want to do. Unless you're simply applying at your own school where you have the respect of the faculty, you are setting yourself up for failure. You need a research topic. BEFORE YOU APPLY.
 

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