equal
deleted
inserted
replaced
3 *) |
3 *) |
4 |
4 |
5 section \<open>Some examples demonstrating the ring and field methods\<close> |
5 section \<open>Some examples demonstrating the ring and field methods\<close> |
6 |
6 |
7 theory Commutative_Ring_Ex |
7 theory Commutative_Ring_Ex |
8 imports "../Reflective_Field" |
8 imports "../Reflective_Field" |
9 begin |
9 begin |
10 |
10 |
11 lemma "4 * (x::int) ^ 5 * y ^ 3 * x ^ 2 * 3 + x * z + 3 ^ 5 = 12 * x ^ 7 * y ^ 3 + z * x + 243" |
11 lemma "4 * (x::int) ^ 5 * y ^ 3 * x ^ 2 * 3 + x * z + 3 ^ 5 = 12 * x ^ 7 * y ^ 3 + z * x + 243" |
12 by ring |
12 by ring |
13 |
13 |