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In this paper, we employ general results on the value distributions of perfect nonlinear functions from F  p m    to F  p   to give a unified approach to determining the weight distributions of two classes of linear codes over F  p   constructed from perfect nonlinear functions, where  p  is an odd prime and  m  is an odd number. When  m  is even, we give some mild additional conditions for similar conclusions to hold.

The Weight Distributions of Two Classes of Linear Codes From Perfect Nonlinear Functions