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Poisson Kernel
Definition
The integral kernel in the Poisson integral, given by K(ψ) = 1/(2π) (1 - ( left bracketing bar z_0 right bracketing bar )^2)/( left bracketing bar z_0 - e^(i ψ) right bracketing bar )^2 for the open unit disk D(0, 1).
Related terms
Associated person
Siméon-Denis Poisson