MHB Course Options for Next Fall: What Should I Take?

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SUMMARY

The discussion centers on course selection for the upcoming fall semester, specifically focusing on Nonlinear PDEs, Mathematical Physics, Evolutionary Computations, and Numerical Analysis. The user is considering taking Nonlinear PDEs due to its rarity and the necessity of completing a numerical methods course before graduation. The consensus suggests prioritizing Mathematical Physics for its relevance to graduate studies, while also weighing the option of waiting for Finite Element Analysis in the spring if necessary.

PREREQUISITES
  • Understanding of Nonlinear Partial Differential Equations (PDEs)
  • Familiarity with Mathematical Physics concepts
  • Knowledge of Numerical Analysis techniques
  • Awareness of Finite Element Analysis fundamentals
NEXT STEPS
  • Research the syllabus and prerequisites for Nonlinear PDEs
  • Explore the applications of Mathematical Physics in graduate studies
  • Investigate the curriculum and outcomes of Finite Element Analysis
  • Compare the content and relevance of Evolutionary Computations versus Numerical Analysis
USEFUL FOR

Graduate students in mathematics or engineering, particularly those focusing on numerical methods and theoretical physics, will benefit from this discussion.

Dustinsfl
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My course options for next fall are:
Nonlinear PDEs (probably going to take)
the three below are all offered at the same time and date
Mathematical physics
Evolutionary computations
Numerical analysis

What should I take?
Numerical and evolutionary both count as a numerical methods course.
If I don't take one of those this semester, I have to take finite element analysis in the spring.
Nonlinear PDEs and Mathematical Physics only come by rarely with nonlinear being more scarce.
 
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dwsmith said:
My course options for next fall are:
Nonlinear PDEs (probably going to take)
the three below are all offered at the same time and date
Mathematical physics
Evolutionary computations
Numerical analysis

What should I take?
Numerical and evolutionary both count as a numerical methods course.
If I don't take one of those this semester, I have to take finite element analysis in the spring.
Nonlinear PDEs and Mathematical Physics only come by rarely with nonlinear being more scarce.

I would more or less go for what would be most useful to you in your graduate studies. I don't remember if you're a PhD student or not; but given the types of problems you've been posting as of late, I would think Mathematical Physics would be something that you should consider taking. As for the other stuff, it's really up to you; if you think numerical analysis is the way to go, then go for it! However, I think you'll like mathematical physics, so why not take that since it's offered so rarely? :)
 
Chris L T521 said:
I would more or less go for what would be most useful to you in your graduate studies. I don't remember if you're a PhD student or not; but given the types of problems you've been posting as of late, I would think Mathematical Physics would be something that you should consider taking. As for the other stuff, it's really up to you; if you think numerical analysis is the way to go, then go for it! However, I think you'll like mathematical physics, so why not take that since it's offered so rarely? :)

In the MS program, but I have to have a numerical class by spring since I will graduate then.
 
dwsmith said:
In the MS program, but I have to have a numerical class by spring since I will graduate then.

So now the question is if its worthwhile waiting till the spring to take finite element analysis? I would probably make my decision once I know more of what to expect from a class like that and then compare it to the other two numerical analysis courses being offered in the fall.
 

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