zero function
zero function The function whose value is zero for every element in its domain. The term is usually applied more specifically to the function Z : N → N for which Z(n) = 0
for all n in N, the set of nonnegative integers. This function is basic to the theory of recursive and primitive recursive functions.
for all n in N, the set of nonnegative integers. This function is basic to the theory of recursive and primitive recursive functions.
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zero function