Let u be a harmonic function on the unit ball b1nbspwith
Let u be a harmonic function on the unit ball B1 with ||u||∞ = supz∈B1|u (z)|< ∞, show that |∇u (0)|<=||u||∞. Here c is an absolute constant.
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let u be a harmonic function on the unit ball b1nbspwith uinfinnbsp supzisinb1u zlt infin show that nablau 0ltuinfin
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