I recently made an exciting addition to my academic path by formally adding two minors to my dual degrees in Computer Engineering: Modeling and Simulation Engineering and Electrical Engineering. These minors of Applied Mathematics and Computer Science complement my primary studies, with mathematics being the most significant.

Why Applied Mathematics?

One of the primary reasons I pursued an Applied Mathematics minor is the lack of a Linear Algebra requirement in either the Computer Engineering or Electrical Engineering curriculum. This struck me as a major oversight, considering how fundamental Linear Algebra is to many of the courses required for both degrees. Not having it as a standard part of the curriculum can put students at a disadvantage.

Additionally, many of the graduate programs I am considering require both Linear Algebra and Partial Differential Equations as prerequisites. By formally integrating these courses into my undergraduate studies, I am ensuring that I meet and exceed the mathematical expectations of competitive graduate programs. In my opinion, one can never have too much math.

Why Computer Science?

Choosing a Computer Science minor was a more straightforward decision as it only required me to take one additional course beyond what I was already completing for my dual degrees. Given my Computer Engineering focus, having a well-rounded foundation in Computer Science aligns well with my academic and professional aspirations.

Looking Ahead

Adding these minors is a strategic move that strengthens my mathematical foundation, enhances my computational skill set, and prepares me for graduate studies and future research. This decision is not just about checking off requirements, it’s about building a stronger, more well-rounded foundation for the challenges ahead.