Those in which a Euclidean division (with remainder) is defined are called Euclidean domains and include polynomial rings in one indeterminate (which define multiplication and addition over single-variabled formulas).
Domain indik pembagian Euclid (sareng sisan) kategesang kabaos domain Euclid miwah ngelingkupin lingkaran polinomial ring asiki nénten kapastikayang (sané negesang perkalian miwah penambahan ring rumus variabel tunggal).