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Show that the analytic Filter operation for the partial derivative of a function along x is given by af (x, y) where you will
Show that the analytic Filter operation for the partial derivative of a function along x is given by af (x, y) where you will derive the expression = F {Hd F (Kx, Ky)} and that Hd = -1 xx af (x, y) = F {Hd F (Kx, Ky)} where you will derive the expression Hd = -1 Ky
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Public Finance
Authors: John E. Anderson
2nd edition
978-0538478441, 538478446, 978-1133708360, 1133708366, 978-1111526986
