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| − | * | + | * Miguel Castellanos |
| + | I like how you introduce both operators with a graphical representation and then proceed to give a mathematical description. This organization seems natural to me. I also like how you explain the use of each operator. In your introduction to the rep operator, I believe it should be <math> k \in \mathbb{Z} </math> since you want to allow <math> k </math> to be negative as well. Also, you could clean up your multiplications by removing the periods (multiplication is implied by convention). Great slecture! | ||
**Author answer here | **Author answer here | ||
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Revision as of 14:45, 11 October 2014
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- Miguel Castellanos
I like how you introduce both operators with a graphical representation and then proceed to give a mathematical description. This organization seems natural to me. I also like how you explain the use of each operator. In your introduction to the rep operator, I believe it should be $ k \in \mathbb{Z} $ since you want to allow $ k $ to be negative as well. Also, you could clean up your multiplications by removing the periods (multiplication is implied by convention). Great slecture!
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