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## Main Question or Discussion Point

Hello, I am a freshman EE/CompE (Hardware) major seeking a math minor. Since I have already arrived to university with Calc III and ODE's completed, I would still like to dedicate about 4-7 courses of mathematics. I would like some math classes to be applicable to my major as well as others to be entirely proof based. Note: I'm already taking Linear Algebra (Freidberg) and Complex Functions (Brown/Churchill) this semester.

My choices are:

-ODE 2 (Nagle, Snider)

-PDE's (Haberman)

-Fourier Analysis

-Intro Analysis 1,2 (Rosenlitch)

-Abstract Algebra (Gallian)

-Set Theory

-Number Theory (Niven, Zuckerman, Mont)

-Topology 1,2 (Munkres)

-Combinatorics 1,2

-Mathematical Foundations (Kunen)

For someone who wants to get a diverse feel for math, which (3-4) courses would you recommend from the ones listed? I'm likely going to take ODE 2, PDE, and/or Fourier Analysis in addition to these 3-4 classes.

I plan on graduate studies in EE/CompE only.

My choices are:

-ODE 2 (Nagle, Snider)

-PDE's (Haberman)

-Fourier Analysis

-Intro Analysis 1,2 (Rosenlitch)

-Abstract Algebra (Gallian)

-Set Theory

-Number Theory (Niven, Zuckerman, Mont)

-Topology 1,2 (Munkres)

-Combinatorics 1,2

-Mathematical Foundations (Kunen)

For someone who wants to get a diverse feel for math, which (3-4) courses would you recommend from the ones listed? I'm likely going to take ODE 2, PDE, and/or Fourier Analysis in addition to these 3-4 classes.

I plan on graduate studies in EE/CompE only.