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SOLVED: Suppose a harmonic function OH domain D € C which obtains its minimum value u(p) at an interior point p € D. Show that is constant (NB: We are discussing a
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SOLVED: 4 State the mazimum principle for harmonic functions. Check the validity of the maximum principle for the harmonic function u(c,y) = (1-x2y2)/(1-2w+x2+y2) in the unit disk D = (w,y) | z2 +
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