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1+1 = 2 - ProofWiki $1 + 1 = 2$ where: $1 := \map s 0$ $2 := \map s 1 = \map s {\map s 0}$ $+$ denotes addition $=$ denotes equality $\map s n$ denotes the successor mapping Proof 1 $1$ is defined by hypothesis as $\map s 0$ and $2$ as $\map s {\map s 0}$ Hence the statement to be proven becomes: $\map s 0 + \map s 0 = \map s {\map s 0}$ Thus:
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The Universe of Discourse : 1+1=2 In particular, 1+1=2 follows directly from theorem ∗54 43; it's just what we want, because to calculate 1+1, we must find two disjoint representatives of 1, and take their union; ∗54 43 asserts that the union must be an element of 2, regardless of which representatives we choose, so that 1+1=2
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