Distributive Law
Let \(A\) be a set , and let \(\ast:A \times A \rightarrow A\) and \(\star:A \times A \rightarrow A\) be binary operations . We say that \(\star\) distributes over \(\ast\) provided that it left distributes and right distributes .
Let \(A\) be a set , and let \(\ast:A \times A \rightarrow A\) and \(\star:A \times A \rightarrow A\) be binary operations . We say that \(\star\) distributes over \(\ast\) provided that it left distributes and right distributes .