mgorby
- 11
- 0
Hello everyone,
I'm finishing up my undergraduate physics degree this year but happened to check the qualifications for a mathematics degree; I'm only nine classes away from obtaining my math degree.
I'm definitely going to graduate school for theoretical physics and my qualifications without the math degree are pretty solid: 3.82 GPA, 3.78 Major GPA, good recommendations, research experience, etc... I may not have a clear shot at the top programs but I have a fighting chance.
Would getting the second degree increase my chances enough to justify another year of undergraduate schooling? Also, from anyone who's been or is in a physics graduate program, would it make my coursework significantly less stressful if I had an extra year of high-end math under my belt? I'm definitely after less stress!
I've checked the classes I 'have to'/can take and they're all applicable to a physics degree: PDEs, complex analysis/boundary value problems, tensor analysis, advanced calculus, advanced linear algebra, differential geometry, field theory.
What do you think?
Thanks!
I'm finishing up my undergraduate physics degree this year but happened to check the qualifications for a mathematics degree; I'm only nine classes away from obtaining my math degree.
I'm definitely going to graduate school for theoretical physics and my qualifications without the math degree are pretty solid: 3.82 GPA, 3.78 Major GPA, good recommendations, research experience, etc... I may not have a clear shot at the top programs but I have a fighting chance.
Would getting the second degree increase my chances enough to justify another year of undergraduate schooling? Also, from anyone who's been or is in a physics graduate program, would it make my coursework significantly less stressful if I had an extra year of high-end math under my belt? I'm definitely after less stress!
I've checked the classes I 'have to'/can take and they're all applicable to a physics degree: PDEs, complex analysis/boundary value problems, tensor analysis, advanced calculus, advanced linear algebra, differential geometry, field theory.
What do you think?
Thanks!