50
votes
9answers
3k views
Can a non-surjective polynomial map from an infinite field to itself miss only finitely many points?
Is there an infinite field $k$ together with a polynomial $f \in k[x]$ such that the associated map $f \colon k \to k$ is not surjective but misses only finitely many elements in $ …
2
votes
0answers
198 views
Prove a parametrization function is surjective
As a starting note, I would like to say that I haven't (yet) taken courses in Set Theory, so some higher-level notation may be lost on me (and I may not write everything convention …
-2
votes
2answers
3k views
f(n) = 2n is not surjective
Here is my first question, I'm preparing for the Analysis 1 exam and I found something that bothers me (not the first that shakes me I have to admit).
If this is not a suitable que …

