Testing Undergrad Degree for Versatile Career Paths

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Choosing an undergraduate degree that provides flexibility for multiple master's or PhD programs is a key consideration for students. No single major guarantees admission to all graduate programs, making it essential to select a versatile field. Mathematics is highlighted as a strong foundation, offering pathways into various disciplines such as physics and engineering. Students should be aware that most institutions typically do not accept applications for a second PhD, which may vary by school. This limitation emphasizes the importance of strategic planning in selecting an undergraduate major that aligns with future academic and career aspirations. A comprehensive understanding of the sciences can enhance opportunities for interdisciplinary studies.
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Which degree would be best to get as an undergrad, so that when it comes time to decide whether or not to take a career in it or to get a masters, it can be used to get multiple masters or multiple phds.
 
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No one major qualifies you for grad school in everything. What fields were you considering getting a masters/PhD in? Remember that you won't do more than one PhD; most schools won't consider admitting you for a second.
 
Is that the same school whom won't admit you for a second? or is for all schools? I'm kinda in the mix of everything right now, I'm not sure exactly what I want to do. I would like to get a mathematics then use that as a tool for entrance to ms degrees of my choice. Maybe somewhere in physics, engineering of some sort. It would be nice to have a complete understanding of most of the sciences.
 
I’ve been looking through the curricula of several European theoretical/mathematical physics MSc programs (ETH, Oxford, Cambridge, LMU, ENS Paris, etc), and I’m struck by how little emphasis they place on advanced fundamental courses. Nearly everything seems to be research-adjacent: string theory, quantum field theory, quantum optics, cosmology, soft matter physics, black hole radiation, etc. What I don’t see are the kinds of “second-pass fundamentals” I was hoping for, things like...
TL;DR Summary: I want to do a PhD in applied math but I hate group theory, is this a big problem? Hello, I am a second-year math and physics double major with a minor in data science. I just finished group theory (today actually), and it was my least favorite class in all of university so far. It doesn't interest me, and I am also very bad at it compared to other math courses I have done. The other courses I have done are calculus I-III, ODEs, Linear Algebra, and Prob/Stats. Is it a...
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