3,046 reputation
1723
bio website math.wisc.edu/~janjigia
location Madison, WI
age
visits member for 2 years, 3 months
seen 9 mins ago

I am a graduate student in the probability group of the mathematics department at the University of Wisconsin - Madison.


Mar
18
comment Prove that $\Gamma(z)\Gamma(1-z)=-z\Gamma(z)\Gamma(-z),\: z\notin\mathbb{Z}$
What have you tried? What are your thoughts?
Mar
18
reviewed Close Prove that $\Gamma(z)\Gamma(1-z)=-z\Gamma(z)\Gamma(-z),\: z\notin\mathbb{Z}$
Mar
18
reviewed Close Finding the limit of two variable function
Mar
18
reviewed Close twice differentiable function
Mar
18
reviewed Leave Open Riemann Zeta Function Non-Vanishing on the Line $\mathrm{Re} \; z = 1$
Mar
18
reviewed Close Soft question: Lucrative careers for applied mathematics
Mar
18
comment How to find the inverse fourier transform of the fourier transform of $\delta(x-x_0)$
You aren't doing anything wrong. The Fourier transform of $\delta$ does not make classical sense. You have to define it in some extended sense (like as a tempered distribution) to compute it.
Mar
18
reviewed Close on the factorization of maps between connected CW complexes
Mar
18
reviewed Close Evalute $\int^1_{-\infty} e^{2x} dx $ Using Improper Integral?
Mar
17
reviewed Leave Closed Prove that $\sqrt[3]{\sec\frac{2\pi }{7}} + \sqrt[3]{\sec\frac{4\pi }{7}} + \sqrt[3]{\sec\frac{8\pi }{7}} = \sqrt[3]{8-6\sqrt[3]{7}}$
Mar
17
reviewed Looks Good Suppose that S and T each have cardinality c. Show that $S\cup T $ also has cardinality c.
Mar
17
reviewed Close A and complement A
Mar
17
reviewed No Action Needed Is there any way to analyze an absurdly large exponent?
Mar
17
reviewed Leave Closed How can I use Numerical-Methods to solve that equation …
Mar
17
reviewed Leave Closed Infinite and Finite Sets of Primes
Mar
17
reviewed Close If $\mathcal{P}(A)=\mathcal{P}(B)$, then $A=B$?
Mar
17
reviewed Close Prove $g$ is continous on metric space.
Mar
17
reviewed Close Linear functional on the set of bounded functions
Mar
17
comment Boundedness of a sequence of functions
The first equality doesn't look quite right to me. Did you drop the dependence on $n$ in the integration by parts?
Mar
17
reviewed Looks Good When does a SES of vector bundles split?