Deciding between Applied Math and Math as my second Major?

In summary, the conversation discusses the benefits of studying applied math as a computer science major, particularly in relation to computer science theory. The speaker also mentions various pure math courses that can be relevant to computer science, but acknowledges the need for efficiency in proof writing and understanding. They also highlight the differences between pure and applied math courses and express their enjoyment and challenge in studying math.
  • #1
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I'm a computer science major. I plan to double in math, but, for a computer science major, would I be better off studying applied math?

Right now, I'm not doing as well in my Honors Calculus III course as I have in earlier math classes. (I have a B.) It isn't like anything I did in high school. I never had to write "rigorous proofs." Even though this course has been difficult for me, I find it extremely enjoyable and challenging.
 
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  • #2
I'm currently starting compEE engineering and doing something with pure maths.

Some pure maths I've researched to be relevant to computer science topics include combinatorics, discrete maths, math logic and set theory, number theory, and linear algebra. There are likely more too. I would google "computer science and <insert course here>"

If you want to focus on computer science theory, then coursework in those classes listed are very useful.

I currently see the relationship between computer science and applied math as: making efficient programs and algorithms for computers to handle computation of such maths. (if anyone disagrees, help expand my perspective).

These pure courses requires efficiency in proof writing and understanding. You may want to tackle an intro to proof course (discrete math in some schools) before going into them.

Pure math and applied math differ. So far, my applied math courses focused on using theorems to create techniques for computation/solving. These include calculus, differential equations, numerical analysis, etc. Pure maths have been mostly proving consequences among consequences originating from accepted truths that describe a mathematical object. These classes are likely something you have never seen before. Additional pure courses are analysis (proof based calculus), abstract algebra (whatever it is, I'll find out soon) and topology (same).

Math is full of challenge and enlightment. Certainly a great subject to pursue on the side.

Edit: moar english fix
 
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FAQ: Deciding between Applied Math and Math as my second Major?

What is the difference between Applied Math and Math as a second major?

Applied Math is typically more focused on the practical application of mathematical concepts and theories, while a Math second major is more theoretical and abstract in nature.

Which major would be better for a career in research?

Both majors can lead to a career in research, but Applied Math may be more advantageous for research in fields such as engineering or computer science, while a Math second major may be more beneficial for research in pure mathematics or academia.

How do the courses differ between Applied Math and Math as a second major?

Applied Math courses may include topics such as mathematical modeling and data analysis, while Math second major courses may cover more advanced topics in pure mathematics such as abstract algebra and real analysis.

Can I double major in Applied Math and Math as my second major?

It is possible to double major in these two areas, but it may require careful course planning and a heavier course load. It is important to consult with an academic advisor to determine if this is a feasible option for your academic goals.

Which major would be better for a career in finance or economics?

Both majors can be beneficial for a career in finance or economics, but Applied Math may be more useful for roles that involve data analysis and modeling, while Math as a second major may be advantageous for roles that require strong analytical and critical thinking skills.

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