Ph.D. programs with discrete mathematics

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Discussion Overview

The discussion revolves around finding Ph.D. programs in pure mathematics with a focus on discrete mathematics, particularly in the areas of graph theory, combinatorics, number theory, and topology. Participants are seeking recommendations for middle-to-lower ranked schools that have active research groups in these fields.

Discussion Character

  • Exploratory, Homework-related

Main Points Raised

  • One participant expresses difficulty in finding pure math Ph.D. programs with a strong emphasis on discrete mathematics, noting the interdisciplinary nature of the field.
  • The same participant lists top schools known for discrete mathematics, such as Carnegie Mellon, Georgia Tech, UCSD, and Rutgers, and seeks suggestions for other institutions.
  • Another participant suggests Georgia Tech and mentions Emory University as having a significant focus on discrete mathematics.
  • A later reply reiterates the desire to attend a top school but highlights concerns about admission chances, indicating a preference for a diverse range of applications across different program rankings.
  • One participant requests additional suggestions after a few days without responses, indicating a need for more input from the community.

Areas of Agreement / Disagreement

Participants generally agree on the challenge of finding suitable Ph.D. programs in discrete mathematics, but there is no consensus on specific schools beyond those already mentioned. The discussion remains open for further suggestions.

Contextual Notes

The discussion reflects a reliance on personal experiences and perceptions of program strengths, which may vary based on individual circumstances and definitions of "active research groups."

Who May Find This Useful

Individuals interested in pursuing a Ph.D. in pure mathematics, specifically in discrete mathematics and its related fields, may find this discussion relevant.

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I've been having trouble finding many pure math Ph.D. programs with active research groups in the general field of discrete mathematics (perhaps due to its interdisciplinary nature). I'm only aware of the top schools in this field (e.g. Carnegie Mellon, Georgia Tech, UCSD, Rutgers); can anyone suggest some middle-to-lower ranked schools with a relatively large presence in discrete math?

If it helps, I am particularly interested in graph theory, as well as connections between combinatorics/graph theory to number theory and topology. My interests are entirely within the domain of pure math; I do not wish to apply to any applied math or computer science programs.

Thank you!
 
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Well, why not go to one of those schools? In particular, georgia tech? But, I think Emory University does a lot of discrete stuff, too.
 
Robert1986 said:
Well, why not go to one of those schools? In particular, georgia tech? But, I think Emory University does a lot of discrete stuff, too.

I would love to go to one of those schools, but it's not like I can go to a top school just because I want to; I have to worry about getting in first! I'll probably end up applying to ~10-12 programs next year, and I want a good variety of schools: some near the top, and others for which I have a better chance of getting into. Thank you for suggesting Emory though; I will definitely check them out.
 
Sorry for the bump; it's been 3 days without another response. Does anyone have other suggestions?
 

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