Zev Chonoles

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Graduate student in pure mathematics at the University of Chicago.

My interests include algebraic geometry, algebraic number theory, and algebraic topology.

Some of my favorite quotations.


1,139 Answers

newest activity votes
16
What's the goal of mathematics?
15
Is the set of all rationals with denominators less than $10^6$ closed in $\mathbb{R}$?
15
If $xy$ is a unit, are $x$ and $y$ units?
15
Grad school & success in the long run
15
Do finite algebraically closed fields exist?
14
Are all integers fractions?
14
Primes of the form $n\pm k$
14
Why are these two functions equal?
14
What's going on with “compact implies sequentially compact”?
14
Relationship between Cyclotomic and Quadratic fields
13
Chameleons Riddle
13
twin prime conjecture
13
How to prove that the Frobenius homomorphism is surjective?
13
Is memorization a good skill to learn or master mathematics?
13
Why doesn't stuff hold in characteristic non-zero?
13
List of Interesting Math Blogs
12
Wolfram Alpha's Mysterious Trig Abilities…
12
Is there is a number system which is extension of complex number system?
12
Why is it that in $\mathbb{F}_q \setminus 0$, there are exactly as many squares as non-squares?
12
I'm confused: does # mean Q.E.D. or contradiction?
12
“Counting Tricks”: using combination to derive a general formula for $1^2 + 2^2 + \cdots + n^2$
12
Can we make an integral domain with any number of members?
12
Extended Euclidean algorithm with negative numbers
12
Is the sum of two functions, one of which is non differentiable, necessarily non-differentiable?
11
Why is $2\pi i \neq 0?$
11
X is a compact metric space, which of the following must be true?
11
Example of functions that are onto but not one-to-one
11
A fraction field is not finitely generated over its subdomain
11
Must the centralizer of an element of a group be abelian?
11
Can every nonsingular $n\times n$ matrix with real entries be made singular by changing exactly one entry?
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