Ayman Hourieh

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21643
bio website ie.linkedin.com/in/aymanh
location Dublin, Ireland
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visits member for 2 years, 6 months
seen 7 hours ago
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I'm a software engineer at Google. My mathematical interests are Analysis and Differential Geometry.


305 Answers

newest activity votes
8
analysis problem proof with derivative
jun 16 at 0:06
19
Is there a deep reason why $(3, 4, 5)$ is pythagorean?
jun 15 at 23:56
5
Why is it that, $\forall x \in \mathbb{Z},\ x^5 \equiv x \pmod{10}$?
jun 13 at 0:39
3
Determine the maximal ideals of the rings $\mathbb{C}[X]$, $\mathbb{R}[X]/(X^2)$, $\mathbb{R}[X]/(X^2+1)$, $\mathbb{C}[X]/(X^2+1)$
jun 8 at 12:30
4
Let $I$ be an ideal generated by a polynomial in $\mathbb Q[x]$. When is $\mathbb Q[x] / I$ a field?
jun 8 at 8:56
3
Verifying that $\mathbb Q=\bigcup_{n\ge 1} H_n$
may 28 at 8:51
3
To which group is the $\mathbb Z_{20}^*$ isomorphic?
may 26 at 22:26
1
Given $H\triangleleft G, K\le G\ $, $\;K\nsubseteq H,\;$ and $(G:H) = p$, $\;p$ prime, prove $HK=G$
may 26 at 19:42
3
Entire function $f$ such that $|f(z)| ≤ K |z|^3$ for $|z|\ge1$ and $f(z) = f(iz)$ for every $z∈C$
may 26 at 19:02
3
How to show $\mathbb{Z}[w]/(2,w) \simeq \mathbb{Z}_2$?
may 25 at 22:37
0
A problem involving centralizer and cycles
may 25 at 21:07
4
Counterexample to inverse Leibniz alternating series test
may 25 at 10:02
3
Show uniform convergence of $\sum\limits_n(1-x^2)^2 x^n$ on $[0,1]$
may 19 at 11:11
4
Show that F is a normal family
may 18 at 13:19
5
If $\mathbb f$ is analytic and bounded on the unit disc with zeros $a_n$ then $\sum_{n=1}^\infty \left(1-\lvert a_n\rvert\right) \lt \infty$
may 17 at 21:10
5
$\epsilon$-$\delta$ proof
may 16 at 23:20
22
Is it possible that $\ker(T) = \operatorname{im}(T)$ for some linear transformation $T:V \to V$?
may 16 at 20:01
5
There does not exist an entire function which satisfies $f({1\over n})={1\over 2^n}$?
may 15 at 19:29
1
multivariable limit question
may 13 at 23:50
3
Improper integral sin(x)/x converges absolutely, conditionaly or diverges?
may 13 at 23:11
1
Proving that $L^p \subset L^q$ when $1 \le q \le p$
may 13 at 9:12
3
Calculate an integral in a measurable space
may 13 at 8:58
2
Analyticity implying Constant
may 12 at 19:41
1
$\int_0^1 \frac{{f}(x)}{x^p} $ exists and finite $\implies f(0) = 0 $
may 12 at 15:30
2
If $f\in L_p,\varepsilon >0$ then exists simple function $\phi$ where $\|f-\phi\|_p<\varepsilon$
may 9 at 0:25
0
Equal Measurable functions
may 6 at 14:30
2
Showing Dirichlet function is measurable
may 6 at 14:07
0
The infinite product of the sines of all positive integers is zero
may 4 at 15:00
1
$f$ integrable $\implies g(x) = \int_{-\infty}^x f$ is absolutely continuous
may 3 at 11:07
1
Number of coefficients of multivariable polynomial
may 3 at 10:47
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