Complex analysis Demonstration 6 2. 11. 2004
1. Prove Theorem 2.6 g).
2. Prove d
dz cosz =−sinz.
3. Provecos(z+ς) = coszcosς−sinzsinς. 4. Let
X∞
n=0
an(z−z0)n be a power series with radius of convergence R. Show that 1
R = lim sup
n→∞
pn
|an| .
(1)Complex analysis Demonstration 6 2
1
0
0
Kokoteksti
LIITTYVÄT TIEDOSTOT
The Extrinsic Object Construction must have approximately the meaning'the referent ofthe subject argument does the activity denoted by the verb so much or in
Kahta
Complex analysis Demonstration
Complex analysis Demonstration
Complex analysis Demonstration
Complex analysis Demonstration
Complex analysis Demonstration
Complex analysis Demonstration
