Tao

300 reputation

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visits	member for	6 months
	seen	14 hours ago
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I am a PhD student my major is Fractal and ergodic theory.

	300 reputation	bio	website		visits	member for	6 months
9 badges		location			seen	14 hours ago

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May 14	answered	How to integrate $\int_0^\infty e^{-ty^2} \sin t dt$
May 14	comment	The unique root on (1,2) I just give some ideas, firstly, there dose exist a root between 1 and 2 using intermediate value theorem, but I need to prove this root is unique
May 14	asked	The unique root on (1,2)
May 13	answered	Proving that $\frac{\sigma_{n-1}}{\omega_n} = n$ in $\mathbb{R}^n$
May 13	asked	The definition of Pisot number
May 10	accepted	An estimation in mathematical analysis
May 10	accepted	Polynomial with bounded coefficients
May 10	accepted	Rotation on the unit circle K
May 10	accepted	Minimal value of a polynomial
May 10	accepted	Topological properties under the Lipschitz map
May 10	accepted	Some basic properties of Pisot number
May 10	revised	Construct a sequence with good property edited body
May 10	comment	Question on closures and closed sets Should we consider the metric?
May 10	asked	Construct a sequence with good property
May 7	answered	Beta Function : Proof
May 7	comment	How can I prove that a polynomial has no rational roots? math.stackexchange.com/questions/383186/…; may be helpful
May 7	answered	Convergence of sequence uneven/even
May 7	comment	Convergence of sequence uneven/even $0\leq\frac{1.3.5\cdots(2n-1)}{2.4.\cdots(2n)}\leq \frac{1.3.5\cdots(2n-1)}{\sqrt{1.3}.\sqrt{3.5}.\cdots(\sqrt{(2n-1)(2n+1)})}=\fra‌c{1}{\sqrt{2n+1}}$
May 7	comment	Lower bound of a polynomial I think that the optimal bound is when the number of positive $a_n$ and negative $a_n$ are the same, therefore, they can offset each other perfectly.
May 7	comment	Lower bound of a polynomial I have known that it is not right, but I only need to find the lower bound of the polynomial.