What do Discrete Mathematical Structures and Elementary Linear Algebra cover?

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Elementary linear algebra focuses on matrices, solving systems of equations, and understanding multidimensional vectors and their spaces, including concepts like eigenvalues and eigenvectors. Discrete mathematics emphasizes logic and deals with non-continuous structures, making it essential for computer science programs. It covers topics such as graphs, trees, discrete probability, and logical reasoning. Discrete math is often a prerequisite for computer science courses due to its foundational role in computational logic. Both subjects provide critical skills for various applications in mathematics and computer science.
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1. Discrete mathematical structures
2. elementary linear algebra

I was interested in taking these two classes but I'm not sure what they are about...?
can some one give me a brief explanation ?
 
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linear algebra is about matrices, solving systems of equations, multidimensional vectors and their spaces (including sub), as well as eigenvalues and vectors.

discrete math deals more with logic, i haven't taken the class, so i can't give you a better understanding other than to direct you here: http://en.wikipedia.org/wiki/Discrete_mathematics

i think discrete is required by most computer science depts, because of it's dealings with logic.
 
Discrete math focuses on things that don't involve limits, or stuff that is continuous.

This means anything to do with calculus is ruled out.

The stuff includes graphs, trees, discrete probability, areas of logic and other stuff.
 
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