37,099 reputation
153109
bio website mathoverflow.net/users/13832/…
location Chicago, IL
age 19
visits member for 3 years, 1 month
seen 1 hour ago

I am a second year mathematics major at the University of Chicago. My mathematical interests lie primarily in Commutative Algebra and Dynamical Systems (specifically polygonal billiards). I've recently finished a paper on billiards in isosceles triangles which I hope to publish soon.


18h
revised Question about limits involving exponents and bases
deleted 1 character in body
19h
revised Proving something about $|f(x)|$ when the lim of $f(x)/x^2$ is known
added 8 characters in body
1d
revised An algorithm for generating a finite group with a finite set of generators
typo corrected
1d
revised help in approaching this problem
rolled back to a previous revision
1d
revised Second derivative of $f(f(\cdots f(x)\cdots )?$
added 34 characters in body
1d
revised help in approaching this problem
added 140 characters in body
2d
revised Irreducibility of a Polynomial over Q
improved formatting, removed "thanks"
2d
revised How prove this integral limit $=f(\frac{1}{2})$
edited tags
2d
revised How to identify any point inside or outside the given cone?
edited tags
2d
revised How to show $\{\{x\}\} \neq x$?
edited tags
2d
revised construction set of natural number logic
rolled back to a previous revision
2d
revised Continuity in $\mathbb R^n$.
improved formatting
2d
revised set-theory wiki description
deleted 74 characters in body
Apr
16
revised Subsets of $[0,1]$
added 8 characters in body
Apr
16
revised Prove that the following sequence converges and find its limit
formatting
Apr
16
revised Topological groups, why need them?
edited tags
Apr
15
revised Is it possible that “A counter-example exists but it cannot be found”
added 195 characters in body
Apr
15
revised Error in proof of extreme value theorem (Protter and Morrey's book)
deleted 80 characters in body
Apr
15
revised Galois group of the splitting field of $x^3-2$
edited tags
Apr
15
revised Count Integers satisfying the conditions
rolled back to a previous revision