Allgemeines Assoziativgesetz

1. Satz

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\begin{align*} x_1 \circ x_2 \circ ... \circ x_n = (x_1 \circ x_2 \circ ... \circ x_n) \end{align*}

2. Beweisskizze

\begin{align*} x_1 \circ x_2 \circ x_3 \circ ... \circ x_n =& \\ (x_1 \circ x_2) \circ x_3 \circ ... \circ x_n =& \\ ((x_1 \circ x_2) \circ x_3) \circ ... \circ x_n =& \\ ... \end{align*}

Date: nil

Author: Anton Zakrewski

Created: 2024-10-11 Fr 21:25