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Would it be wise to get a PhD in pure mathematics? I am unbelievably passionate about it and would like to work within the fields of physics and mathematics. I'm 15.
Ryan Reich
Ryan Reich, Ph.D Mathematics, Harvard University
Answered Dec 19 · Upvoted by Eric Platt, PhD in Mathematics, Studies Mathematical Physics and Patrick Tam, PhD Mathematics, University of California, Davis (2018)
Having been where you are, I can honestly say that it is not wise to do this. I admit that having that degree, and from that university, as a credential has been helpful in my post-academic career, but I'm the same person either way and I think if I had not gone to grad school I would have evolved some other distinction. Grad school is hard, perhaps depressing, and the next career steps are even harder. You have single-digit chances of actually becoming a tenured research professor in the end.
The only good reason to get a PhD is because you are obsessed with the subject. Not in a bad way, but obsessed nonetheless. That's what it will take to see you through the many years of meritocratic struggles.
You say you have the passion now but (at the risk of sounding like someone's parents) you are only 15 and have no basis for thinking that you will continue to feel this way in fifteen more years. My advice is to follow your interests in the short term and keep reevaluating them honestly. No one who goes through a math or physics program should want for career options, so you aren't shutting any doors this way.
But never fall into the trap of thinking that you've already committed, and when you finish college, definitely do not make the decision to go to grad school by default. It's the worst place to put off a real choice.
Would it be wise to get a PhD in pure mathematics? I am unbelievably passionate about it and would like to work within the fields of physics and mathematics. I'm 15.
Ryan Reich
Ryan Reich, Ph.D Mathematics, Harvard University
Answered Dec 19 · Upvoted by Eric Platt, PhD in Mathematics, Studies Mathematical Physics and Patrick Tam, PhD Mathematics, University of California, Davis (2018)
Having been where you are, I can honestly say that it is not wise to do this. I admit that having that degree, and from that university, as a credential has been helpful in my post-academic career, but I'm the same person either way and I think if I had not gone to grad school I would have evolved some other distinction. Grad school is hard, perhaps depressing, and the next career steps are even harder. You have single-digit chances of actually becoming a tenured research professor in the end.
The only good reason to get a PhD is because you are obsessed with the subject. Not in a bad way, but obsessed nonetheless. That's what it will take to see you through the many years of meritocratic struggles.
You say you have the passion now but (at the risk of sounding like someone's parents) you are only 15 and have no basis for thinking that you will continue to feel this way in fifteen more years. My advice is to follow your interests in the short term and keep reevaluating them honestly. No one who goes through a math or physics program should want for career options, so you aren't shutting any doors this way.
But never fall into the trap of thinking that you've already committed, and when you finish college, definitely do not make the decision to go to grad school by default. It's the worst place to put off a real choice.
Forwarded from Ali Rejali
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https://news.1rj.ru/str/joinchat/BHVqPkZTRSREJ9q4TVJ0TA
https://news.1rj.ru/str/joinchat/BHVqPkZTRSREJ9q4TVJ0TA
🔷جلسه هفتگی دبیران ریاضی متوسطه دوم در خانه ریاضیات اصفهان
🔸موضوع:حسابان "نگاهی به رسم نمودار"
🔸سخنران: آقای اعلمی
🔸زمان: دوشنبه 10 دی ۹۷ ساعت ۱۷
🔷
🔸موضوع:حسابان "نگاهی به رسم نمودار"
🔸سخنران: آقای اعلمی
🔸زمان: دوشنبه 10 دی ۹۷ ساعت ۱۷
🔷
Jean, Baron Bourgain ( 28 February 1954 – 22 December 2018) was a Belgian mathematician. He was a faculty member at the University of Illinois, Urbana-Champaign and, from 1985 until 1995, professor at Institut des Hautes Études Scientifiques at Bures-sur-Yvette in France, and since 1994 at the Institute for Advanced Study in Princeton, New Jersey until 2018. He was an editor for the Annals of Mathematics. From 2012–2014, he was appointed a visiting scholar at UC Berkeley.
His work is in various areas of mathematical analysis such as the geometry of Banach spaces, harmonic analysis, analytic number theory, combinatorics, ergodic theory, partial differential equations, spectral theory and recently also in group theory. He has been recognised by a number of awards, most notably the Fields Medal in 1994.
In 2000 Bourgain connected the Kakeya problem to arithmetic combinatorics.
In 2000 Bourgain connected the Kakeya problem to arithmetic combinatorics.