<p>Please forgive me if this should have gone in the graduate school section...I was not sure.</p>
<p>I am currently in my last year as a Mathematics undergrad (concentration in Scientific Computation) at UT Austin. I'm in the process of looking into Graduate School and looking into ways to make myself more marketable. I am interested in the idea of working in software. It would be very interesting to me if I could make great use of my math degree and work in software that specifically requires high level math skills. For now I have been researching graduate programs for both M.S. in Software Engineering and some for Computational Mathematics. I will not be able to get into a top graduate school with my current grades. Currently looking at the pre-reqs for schools like UTA and Texas Tech Software Engineering they definitely have some pre-reqs like Computer Architecture, Algorithms, and sometimes more classes that I don't have. The CS classes I will have completed upon graduating are: Intro to Programming (python), Software Design, Networking, and Web Programming. Texas State S.E. didn't seem to have much pre-reqs, though. </p>
<p>My question is, for wanting to work in Software, would there be a better route for me to go between M.S. in Software Engineering vs Computational Mathematics? I very easily meet the pre-reqs for any computatonial math masters. For S.E. it looks very iffy on the pre-reqs for me and possible that I will have to add an extra year to my graduate degree (I'll probably have to wait until I hear back from the schools after applying for a specific proposal on that). I know that some math undergrads can get into Software Engineering but I dunno if for me that it appears that Computational Mathematics is the more fitting route. I also see some grad schools have Computer Science and Software Engineering as completely separate departments and then some have a Computer Science degree with a concentration in Software Engineering. Would the admissions for a CS masters with a concentration in S.E. be rougher on a math undergrad than the admissions for a S.E. masters degree? Thanks!</p>