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location  Pasadena  
age  26  
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I am an undergraduate (mathematics) student at Caltech. You can contact me at gzaimi[]caltech.edu
2d

comment 
A curious GaussSum type identity
What is the numerator when $j=1$? Or is the "j2" a typo? 
Oct 15 
awarded  Notable Question 
Oct 12 
answered  Finding a sufficiently large complete bipartite subgraph using matrix counting 
Oct 2 
awarded  Good Answer 
Sep 30 
awarded  Explainer 
Sep 29 
answered  Decimal binary sequences that cannot be greater than 1 
Sep 24 
awarded  Autobiographer 
Sep 10 
comment 
Proving that the Jones polynomial is qholonomic
Thanks, this was very helpful! I would be curious to see a proof of holonomicity using the cabling formula involving the polynomial representation of DAHA. I will check the references you gave. 
Sep 10 
revised 
Proving that the Jones polynomial is qholonomic
edited tags 
Sep 9 
asked  Proving that the Jones polynomial is qholonomic 
Sep 7 
answered  What are reasons to believe that e is not a period? 
Sep 4 
revised 
How many sequences of length n satisfy these constraints?
deleted 30 characters in body; edited title 
Aug 23 
answered  How do I find coefficients of a product expansion 
Aug 23 
comment 
Largest possible volume of the convex hull of a curve of unit length
This is the same as the curve mentioned in my answer, right? I believe the reference goes further back than 2010 :) 
Aug 12 
awarded  Good Question 
Aug 11 
comment 
A parity counting problem for subsets over finite fields
@Joe, the same method still applies. For any $T$ the terms in the sum above are bounded by $2^{o(1)+p/2}$. 
Aug 10 
answered  A parity counting problem for subsets over finite fields 
Aug 7 
comment 
A parity counting problem for subsets over finite fields
I'm not sure if my calculations are correct, but picking $T$ to be the elements in the interval $(\frac{p}{4},\frac{3p}{4})$ should give you a bias $~2^{cp}$ for $b=0$. 
Jul 30 
answered  About an identity which gives immediate proof of the permanent lemma 
Jul 30 
asked  Is there a geometric meaning of the Major index? 