🔹 Two integers are congruent mod 1 if their difference is divisible by 1 — which is always true. So every integer is equivalent to 0 .
🔹 This is the trivial ring — the only ring (up to isomorphism) where 1 = 0.
🔹 Zmod1 = { [0] } That’s it. One residue class.
🔹 Two integers are congruent mod 1 if their difference is divisible by 1 — which is always true. So every integer is equivalent to 0 .
🔹 This is the trivial ring — the only ring (up to isomorphism) where 1 = 0. 🔹 Two integers are congruent mod 1 if
🔹 Zmod1 = { [0] } That’s it. One residue class. 🔹 Two integers are congruent mod 1 if
