Christian Ivicevic
Reputation
1,279
Top tag
Next privilege 2,000 Rep.
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# 1,279 Reputation

10 May 23
 +10 20:20 2 events Describe the position of $w_0=\frac{(|z_0|+r)+R}{2}\cdot\frac{z_0}{|z_0|}$ w.r.t. $B_R(0)$ and $B_r(z_0)$
24 May 8
 +10 15:03 2 events Show that $\displaystyle \int_{\gamma_R}\exp(-w^2)\,\mathrm dw\to 0~(R\to\infty)$ along $\gamma_R(t)=R\exp(\mathrm it)$ +10 10:41 2 events Contour lines of constant absolute value/phase of $z\mapsto\exp(-z^2)$ +2 15:14 accept Show that $\displaystyle \int_{\gamma_R}\exp(-w^2)\,\mathrm dw\to 0~(R\to\infty)$ along $\gamma_R(t)=R\exp(\mathrm it)$ +2 13:08 accept Contour lines of constant absolute value/phase of $z\mapsto\exp(-z^2)$
6 May 2
 +2 21:57 accept Solving the IVP given by $\dot x=\frac{t-x}{t+x}$ and $x(0)=1$ +2 16:26 accept Gaussian integral $\int_{-\infty}^\infty \exp(-(x+\mathrm iY)^2)\,\mathrm d x$ along $[-R,R]+\mathrm i[0,Y]$ +2 13:16 accept Why does $z\mapsto \exp(-z^2)$ have an antiderivative on $\mathbb C$?
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