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<p>Uh, sure you can do pure math research as an undergrad. Why not? There are math undergrads who have proven some (minor) theorem. Or who have collaborated on a math proof with professors as part of an active research study. Or otherwise contribute to the mathematics literature In fact, that’s the whole point of both the Math 199 independent study designation and the Math 196 thesis designation (for those in the honors program). Why even have these course designations at all if nobody ever uses them? </p>
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<p>Please do so. In particular, you should ask whether somebody with an unimpressive GPA but who has stellar LOR’s and demonstrated research potential will be chosen over somebody with a stellar GPA but unimpressive LOR’s and research potential. I am quite certain that they will take the former. It won’t even be a close call. </p>
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<p>I could equally ask the same question about the humanities and soc-sci majors that you’re asking of me: why did they implement so much inflation? Yet the question is irrelevant, because they did it, whether we like it or not. </p>
<p>It all gets back to my basic question: why exactly should the grading in hum/socsci be so much easier than in the technical majors? If easy grading is fine for the former, then it should be equally fine for the latter. Like I said, if the engineers should be subject to harsh grading, then all of the majors should be subject to the same harsh grading. Otherwise, don’t subject the engineers. I see no reason for differential grading policies. I see no reason for the tech majors to be singled out. </p>
<p>So let me turn the question around - why exactly should the tech majors be graded harder than the nontech majors?</p>