What math is needed in Electrical Engineer

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SUMMARY

Linear algebra and complex analysis are essential mathematical disciplines for electrical engineering (EE) students. Key topics in linear algebra, such as solving equations and matrix manipulation, are frequently utilized in EE, particularly in control systems. Complex variables play a significant role in digital signal processing (DSP) and control systems, with techniques like conformal mapping being particularly relevant. While some theoretical aspects may seem less applicable, foundational knowledge in these areas is crucial for both undergraduate and potential graduate studies in EE.

PREREQUISITES
  • Understanding of linear algebra concepts, including matrix manipulation and solving equations.
  • Familiarity with complex numbers and basic algebraic manipulation.
  • Knowledge of digital signal processing (DSP) fundamentals.
  • Basic principles of control systems in electrical engineering.
NEXT STEPS
  • Research advanced linear algebra applications in control systems.
  • Explore the role of complex variables in digital signal processing (DSP).
  • Study conformal mapping techniques and their applications in EE.
  • Investigate numerical analysis and its relevance to electrical engineering problems.
USEFUL FOR

Electrical engineering students, particularly undergraduates and those considering graduate studies, as well as educators and professionals seeking to understand the mathematical foundations necessary for success in the field.

Chunkysalsa
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Specifically I'm looking at linear algebra, which topics in a first course of that class is useful to an electrical engineer. I'm taking the class right now and it feels like all the useful stuff (solving equations, matrix manipulation, etc) I already knew prior to this class. All the other stuff seems more theoretical and I'm wondering if these topics are ever used in EE.

Not that I mind either way, I took the class because I enjoy math not because I thought it might be useful.


The same goes for Complex analysis, I work with complex numbers often but never anything fancy (simple algebraic manipulation usually). Will I gain anything useful to EE by taking the class.

I'm talking mostly about undergraduate level for everything, I am interested in graduate EE work because I'm still undecided whether I wish to go but I'm specifically wondering about my short term.
 
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Chunkysalsa said:
Specifically I'm looking at linear algebra, which topics in a first course of that class is useful to an electrical engineer. I'm taking the class right now and it feels like all the useful stuff (solving equations, matrix manipulation, etc) I already knew prior to this class. All the other stuff seems more theoretical and I'm wondering if these topics are ever used in EE.

Not that I mind either way, I took the class because I enjoy math not because I thought it might be useful.


The same goes for Complex analysis, I work with complex numbers often but never anything fancy (simple algebraic manipulation usually). Will I gain anything useful to EE by taking the class.

I'm talking mostly about undergraduate level for everything, I am interested in graduate EE work because I'm still undecided whether I wish to go but I'm specifically wondering about my short term.

You might use more advanced linear algebra in control systems, depends on the teacher though; at least at my school the stuff you say you already knew is about most of what you use in EE.

Complex variables is useful in dsp and controls, conformal mapping is used in both, I have yet to have to solve integrals with residue calculus in EE but you never know; I sometimes think I should've taken numerical analysis in place of complex but it was a fun class if nothing else.
 

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