Is Majoring in Applied Math and Physics Worth Pursuing?

In summary, the conversation discusses the possibility of majoring in applied math and physics and obtaining a major in both, as well as the potential for going to graduate school for both fields. The distinction between mathematical physicists and mathematicians or physicists is also mentioned, with some individuals pursuing a PhD in mathematical physics and combining both fields, while others may specialize in one or the other. The conversation also touches on the different areas of study and potential job opportunities for mathematical physicists.
  • #1
mathshopeful
12
0
Hi I am currently in high school (sophmore) and am interested in doing applied maths and physics. I am currently on Calc III and Vibrations and Waves, I will get to Diff Eqs, Linear Algebra, and Quantum Mechanics next semester. The projected classes I will have completed by graduation are:

Math
All the elementary math classes before calc
Calc I, II, III
Diff Eqs
Linear Algebra
Analysis I, II
Real Analysis
Abstract Algebra

Physics
Classical Mechanics
E & M
Vibrations and Waves
Quantum Mechanics I, II, III

My question is would it be too much to major in applied math and physics and obtain a major in both and would it be recommended to go to graduate school for both?
 
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  • #2
You can get a 4.0 doing both, people do it all the time. Nobody technically goes to graduate school doing both as far as I know, but if you get a PhD in the applied math department studying solutions to the wave equation, you're "doing both" in a sense, or if you get a PhD in physics working on more efficient solvent models/algorithms for solving the Poison-Boltzmann equation in soft matter simulations, you're clearly doing both.
 
  • #3
Well, a PhD in mathematical physics is essentially both. Not that many people do it.
 
  • #4
I think most mathematical physicists are mathematicians who work on mathematics that spins out of physics, which is a very different field.

If you are an applied mathematician working on fluid mechanics, you're very different from a mathematical physicist and more like an actual physicist, assuming you're working on fluid mechanics simulation packages and not, say, attempting to prove things about the Navier Stokes equation solution smoothness.
 
  • #5
I think most mathematical physicists are mathematicians who work on mathematics that spins out of physics, which is a very different field.
If you are an applied mathematician working on fluid mechanics, you're very different from a mathematical physicist and more like an actual physicist, assuming you're working on fluid mechanics simulation packages and not, say, attempting to prove things about the Navier Stokes equation solution smoothness.

Some mathematical physicists have PhDs in math. Others specifically have a PhD in mathematical physics, as in, that is the name of their degree. A program like that will usually require a ton of physics graduate classes and a ton of math classes. Here's an example:

"Basic preparation should include courses in advanced calculus, linear algebra, modern algebra, complex variables, classical mechanics, electromagnetism, quantum mechanics, modern physics, thermodynamics, and statistical mechanics. Knowledge of the following fields is desirable: real analysis, differential equations, probability, topology, differential geometry, and functional analysis."

So, those are people who go to grad school to more or less do both, with the priority actually being on physics, if you notice how it's worded. Again, not very many people do it, but it is possible.
 
  • #6
What would a mathematical physicist do as a living that would be different that just a mathematician or just a physicist?
 
  • #7
A mathematical physicist could be either a mathematician or a physicist. A few manage to do both at a high level, but very few these days. You shouldn't take the term mathematical physicist very seriously. It could be just another word for physicist or just another word for mathematician, depending on who you're talking about.
 

1. What is the difference between applied math and physics?

Applied math is the use of mathematical concepts and techniques to solve real-world problems, while physics is the study of matter, energy, and their interactions. Applied math is often used in physics to model and analyze physical systems.

2. What are some examples of applications of applied math and physics?

Applied math can be used in a wide range of fields, such as engineering, economics, and computer science, to solve problems related to optimization, data analysis, and modeling. Physics has many practical applications, including in technology, medicine, and energy production.

3. Can you explain the relationship between applied math and theoretical physics?

Theoretical physics uses mathematical models to describe and understand the fundamental laws and principles of the physical world. Applied math is often used to test and refine these theories and make predictions about the behavior of physical systems.

4. What skills are needed to excel in applied math and physics?

Strong mathematical and analytical skills are essential for both applied math and physics. Additionally, critical thinking, problem-solving, and the ability to communicate complex concepts are important skills for success in these fields.

5. What career opportunities are available for those with a background in applied math and physics?

Individuals with a background in applied math and physics can pursue a variety of careers, including data analyst, engineer, researcher, and teacher. They may also work in industries such as aerospace, energy, or finance, where their skills are highly valued.

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