- #1
Demon117
- 165
- 1
What is the definition of a zero set and what exactly does it mean?
I have come across different responses on the internet, but none of them explain really what it means or give good examples, I am having a rough time with this concept in real analysis.
For example, how would I determine if {(x,f(x)) : x in R} (f maps R to R is continuous) is a zero set? What would I be looking at to help determine that?
I have come across different responses on the internet, but none of them explain really what it means or give good examples, I am having a rough time with this concept in real analysis.
For example, how would I determine if {(x,f(x)) : x in R} (f maps R to R is continuous) is a zero set? What would I be looking at to help determine that?