- #1
Shackleford
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Homework Statement
Integrate f(z) = Re(z) = [itex] \frac{z+\bar{z}}{2}[/itex] along the contour of the square {z = x + iy | |x| ≤ 1, |y| ≤ 1} with counterclockwise rotation.
Homework Equations
Cj: φj(t) = z0 + (z1 - z0)t
C1: 1 -i + 2it
C2: 1 +i - 2t
C3: -1 +i - 2it
C4: -1 -i + 2t
The Attempt at a Solution
If I'm not mistaken, because of linearity, I can simply integrate the real parts of parametrizations.
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