Physics Choosing a Career Path: Mathematician or Physicist in a Developing Country?

AI Thread Summary
The discussion centers on the choice between pursuing a career as a mathematician or a physicist, particularly in the context of job opportunities in a developing country. Participants emphasize that a mathematics degree generally offers broader career prospects, especially in non-academic fields such as finance and computer science. They note that while both mathematicians and physicists possess strong problem-solving skills, mathematicians may have an edge in versatility for various job markets. The conversation highlights the importance of personal interests and the desire for a balanced life, suggesting that enjoyment in one's work is crucial. Additionally, there is mention of engineering as a viable alternative, as it combines elements of both mathematics and physics while potentially providing more job opportunities. Overall, the consensus leans towards mathematics for its wider applicability and potential for a fulfilling career.
AlexES16
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mathematician or physicist??

Well i really love both, but living in a 3rd wolrd country, looks like mathematician have more fields to work, and i readed an article that say that mathematic degree help you a lot(finance to computers), What you say guys?? I don't want to be millionare or have a ferrari, but i would like to have a decent living and have time to family, hobbies etc. i have 8 months to decide.
 
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Pretty much any non-academic job that wants a mathematician will take a physicist.
 


correction: Pretty much any non-academic job that wants a physicist will take a mathematician.

Go with math, you will have many more doors opened for you this way.
 


either way; what they utilize from both fields is essentially their problem solving skills
 


mgb_phys said:
Pretty much any non-academic job that wants a mathematician will take a physicist.

98whbf said:
correction: Pretty much any non-academic job that wants a physicist will take a mathematician.

Go with math, you will have many more doors opened for you this way.


I would think that mgb_phys is a bit more accurate. If you think about it, non-academia mathematics will probably consist of math that isn't totally specialized for the realm of academia and higher mathematics.. thus, a physicist will probably know this math as much as a mathematician might.

On the other hand, physics concepts can be very specific to the field of physics - a mathematician (or person studying mathematics) not knowing concepts in physics is not a rare thing at all. But as I said before, people doing physics are knowledgeable in mathematics as much as they are in physics (to a certain extent, and that extent could be the same extent utilized in the non-academic industry)
 


Tough question. The way I look at it is that mathematics straddles physics and computers. There is a three-way love affair here. It is true that a mathematician can do both, but the questions is to what extent? First question that I find easier to ask is: calculus? or algebra?

As we both know, the mathematics involved in physics is primarily calculus based (aside from the higher-end physics, ie tensors, quantum notations, etc). Computer science favours algebra.

This is a generalization, please keep this in mind. Any good physicist knows that you need to know both to be successful. In this regards, you can see that mathematics will open more doors for you. Keep in mind though that it's not all about money. You have eluded to the fact that you'd like to enjoy other things like family and hobbies. You also need to enjoy doing something.

Personally I would say mathematics, but you have to consider what branch you'd like to get into. Math is as specialized as physics as well. Personally I have a mathematics degree but I just can't get involved in statistics or finance, I'd have to shoot myself (figuratively speaking).
 


If I were you, I would consider an Engineering degree; in developing countries, they open a lot more doors and you still have the opportunity of studying mathematics and physics.
 
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