Every natural number, with the exception of $0$, has a predecessor: $\mathbb{N}^{+} = \mathbb{N} \backslash \{0\}$
I know what predecessor means but can't understand this equation.
Every natural number, with the exception of $0$, has a predecessor: $\mathbb{N}^{+} = \mathbb{N} \backslash \{0\}$
I know what predecessor means but can't understand this equation.
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