A list of mathematical physicists

In summary: There are many, many groups working on all sorts of interesting mathematical physics problems.In summary, although I don't agree with all of Witten's choices in mathematics, he is still an excellent mathematician. He has made significant contributions to theoretical physics, and I highly recommend you look into his work.
  • #1
math_owen
80
0
In a very recent post, Norman altered me to a mathematical physicist named John Baez @ UC Riverside. I have to say, that he has the most ideal career for me. I've bothered everyone with my questions on how/ or should I do both a pure math and theoretical physics degree before, and indeed it does not seem wise now.

Professor Baez is doing exactly what I wish to, (except, I am also very interested in GR too.)

I was wondering if everyone could list the the mathematicians they know who are primarily mathematical physicists, and where they are at please? This will help me greatly in looking for a graduate school.

Thanks!
 
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  • #2
Does Ed Witten count?

Oh, btw, you might find this blog - http://cartansoffice.blogspot.com/ - interesting. Also check out the earlier hangout of that blogger, Einstien's Office. I could be wrong, but I think he is also a member of PF.
 
  • #3
Arthur M. Jaffe @ Harvard
http://www.physics.harvard.edu/people/facpages/jaffe.html" DANIEL Z. FREEDMAN @ MIT
http://web.mit.edu/physics/facultyandstaff/faculty/daniel_freedman.html"Michel Lapidus
http://math.ucr.edu/~lapidus/"

Just some that I found quickly.

Once place to look is in the journals for this field:

http://arxiv.org/archive/math-ph"

http://www.ma.utexas.edu/mpej/"

http://jmp.aip.org/"

Hope this helps.

Cheers,
Norm
 
Last edited by a moderator:
  • #4
Wow, awesome. Thanks for the blog. That's the kinda stuff I'm looking for.

Witten... He probably has the insight into mathematics that John Milnor does, or close to, but, he has no interest in pure mathematics, nor any interest in rigor - so I have been told, b/c I'm too lowly yet to read his papers to judge for myself.

A cross between those 2 would be an ideal future for me (and probably most people). I want both the ability to explore my pure interests with rigor, and to explore my interests in theoretical physics, with physical intuition and the more heuristic methods of TPs.

Though, one of the 2 reasons I shy away from TP, is the craze of String Theory. Like everyone else, I really want to hear about the results from the LHC coming up. I hope it's correct for all those involved, but like everyone else I'd like to see it verified to some degree. So to that end, it seems like I can look into other crazy ideas more from the mathematical approach than I could the TP approach. That logic or lack there of is probably hair raising crazy, but it's what I got going so far.

Basically I'm envious of those past who could do both with ease. But I understand when people say it takes a long time to keep on top of a single field, let alone 2. But I'm crazy and disciplined enough to give it a shot, even if I crash and burn I'll have been airborn for a least a nanosecond, and that would make me really happy.
 
  • #5
Norm,

Thanks again! I'll check those out now.

Cheers,
Owen

---

Keep em' comin' please!
 
  • #6
Norm,

You're making Riverside look really attractive.

Owen
 
  • #7
math_owen said:
Witten... He probably has the insight into mathematics that John Milnor does, or close to, but, he has no interest in pure mathematics, nor any interest in rigor - so I have been told, b/c I'm too lowly yet to read his papers to judge for myself.

That's not true. Witten has made many very important contributions to pure mathematics. He has a Fields medal if you didn't know. As far as I'm aware, he's the only non-mathematician ever to be given that honor.

Anyway, another well-known mathematical physicist is Barry Simon at Caltech. The others I had in mind in the other thread might be overly physical for your taste. This is getting far outside my field, but some people working in dynamical systems might also be interesting to you.

Don't think that theoretical physics is confined to string theory. That's actually a rather small proportion of it. Even so, the one thing string theory has proven itself with is the ability to inspire interesting mathematics. Someone with your interests might want to look into it just for that. Mathematical physics usually doesn't concern itself much with applicability anyway.
 
  • #8
A list of mathematical physicists would be massive - plus everyone would just put down people they know or who are relevant to their field; and as the size of fields within physics are immense, I don't think you should put complete faith in the advice.

Look to what type of mathematical physics (or applied maths) that you want to do - then do your own search for the cutting-edge groups on that stuff.
 

1. Who is considered to be the most famous mathematical physicist?

The most famous mathematical physicist is widely considered to be Sir Isaac Newton, who laid the foundations for classical mechanics and developed the laws of motion and universal gravitation.

2. What is the difference between a mathematical physicist and a theoretical physicist?

A mathematical physicist focuses on using advanced mathematical techniques to understand and explain physical phenomena, while a theoretical physicist uses mathematical models and theories to make predictions and understand the behavior of physical systems.

3. What is the significance of mathematical physics in the scientific community?

Mathematical physics plays a crucial role in understanding the laws and principles that govern the universe. It provides a framework for explaining complex physical phenomena and has led to many important discoveries in fields such as cosmology, quantum mechanics, and electromagnetism.

4. How do mathematicians and physicists work together in the field of mathematical physics?

Mathematicians and physicists often collaborate in the field of mathematical physics, with mathematicians providing the necessary mathematical tools and techniques to solve complex physical problems, and physicists using these tools to develop and test theories about the physical world.

5. What are some current areas of research in mathematical physics?

Some current areas of research in mathematical physics include quantum field theory, string theory, and mathematical models for complex systems such as fluid dynamics, chaos theory, and biological systems. Other important topics include the study of topological phases of matter and the use of geometric methods in physics.

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