- #1
pivoxa15
- 2,255
- 1
Any mathematical physicists here? What do you do? Do you get a bit of both worlds? Or is it strictly about mathematics? Do you get to feel the physics at all?
jostpuur said:This question certainly touches me. I'm right now wondering in which direction I should start leaning in my studies. I started with physics, but changed to mathematics because I got frustrated with physicists. I was thinking about mathematical physics. Alternatively I could start leaning towards mathematical analysis. It would be easier at the moment because there is no courses of mathematical physics going, and I just learned to know one professor on analysis. But I don't know analysis very well yet...
I hope that analysis and mathematical physics go somewhat hand in hand, so that early decisions wouldn't lock the future too badly. I don't know... hoping is easy of course :/
pivoxa15 said:Is that because of the lack of rigour in physics?
pivoxa15 said:Is that because of the lack of rigour in physics?
Mathematical physics is a branch of physics that uses mathematical tools and techniques to study and explain physical phenomena. It involves the use of advanced mathematical concepts such as calculus, differential equations, and linear algebra to model and analyze physical systems.
The key principles of mathematical physics include the use of mathematical models to describe physical systems, the application of mathematical methods to solve physical problems, and the use of mathematical analysis to understand and predict the behavior of physical systems.
Mathematics plays a crucial role in physics as it provides the language and tools to describe and explain the laws and principles governing the behavior of the physical world. It allows physicists to make precise and accurate predictions about the behavior of physical systems and to develop new theories and models to explain the natural world.
Mathematical physics has many applications in various fields such as astrophysics, quantum mechanics, thermodynamics, and fluid mechanics. It is used to study and understand complex phenomena such as black holes, particle interactions, and the behavior of fluids in motion.
Some important mathematical concepts for physicists and math specialists include calculus, differential equations, linear algebra, and complex analysis. Other useful mathematical tools include Fourier series, vector calculus, and group theory.