Outrageously Funny Word Dictionary :: Ideals

👉 In algebra, an ideal is a subset of a ring that contains only the elements which are relatively prime to each other. It can be defined as the smallest nonempty subset of a ring under certain conditions. In other words, it's the set of all elements that when multiplied together result in zero. For example, consider the ring of integers modulo 10 (Z_10), where we define addition and multiplication by the operation $a \cdot b = (a + b) \

ideals