REU program for math+physics freshmen

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SUMMARY

The discussion centers on a first-year student at the University of Kansas seeking advice on their qualifications for Research Experiences for Undergraduates (REU) programs in math and physics. By the end of the academic year, the student will have completed significant coursework, including two semesters of real analysis, complex analysis, abstract algebra, and advanced mechanics, among others. The student has limited research experience but has participated in published research and plans to engage in further research on dark matter. The inquiry focuses on whether their current academic path is competitive for REU applications and if adjustments in course selection could enhance their candidacy.

PREREQUISITES
  • Understanding of REU program requirements in math and physics
  • Familiarity with advanced topics in real analysis and abstract algebra
  • Knowledge of physics coursework, including advanced mechanics and quantum mechanics
  • Basic research experience in scientific fields
NEXT STEPS
  • Research specific REU programs in math and physics to understand their selection criteria
  • Explore advanced topics in abstract algebra, particularly commutative rings
  • Investigate opportunities for research experience in dark matter or related fields
  • Consider additional coursework in advanced E&M to strengthen physics background
USEFUL FOR

First-year math and physics students, academic advisors, and anyone interested in applying for REU programs in STEM fields.

y071i522
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Hey everyone, I am a 1st year student with junior year standing in math and physics at univ. of Kansas and I just wanted to see if I have enough qualifications to have good chances at REU progrmas in math/physics for next summer.

In math, by the end of this year, Ill have had 2 semesters of real analysis, 1 of complex analysis, 2 semesters of abstract algebra, 1 semester in probability theory, and 1 in statistical theory. Also, I have no prior research experience in math.
A few notes on math: I have the option to switch out complex analysis for a 3rd semester in abstract algebra on commutative rings, or I could switch out complex analysis for a 3rd semester in real analysis on measure theory.

In physics, by the end of this year, I'll have had 2 semesters of advanced mechanics, no semesters of advanced E&M, 1 semester in QM, 1 in mathemtical physics(basically applied math), and 1 in particle physics. As for research, a year ago I was involved in optics research that got published in physical review B(but I made minimal contributions, so I am like a 50th author), I was participant in MIT's summer science Program during high school, and next semester I am getting inovolved in research on dark matter, but Idk if I'll make significant progress within one semester.

Do you think I have enough background to be a competitive applicant for the REU programs? If not, what is it that I'm missing? Should I stay with my current arrangement in math courses or do you think one of the other arrangements will make me a better candidate for REU programs?

Thanks for your opinions:)
 
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Also, Idk if this really matters, but in physics ill also have had a laboratory in modern physics and an advanced laboratory in digital/analog circuit design.
 

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