👉 Banovina, in mathematics and algebraic geometry, is a type of commutative ring that is defined over a field. It has several important properties, including: 1. A Banovine ring is a commutative ring with an identity element. 2. Every non-zero element of a Banovine ring can be written as the product of a unit and a polynomial in the base field. 3. Every Banovine ring is a quotient of a finite-dimensional vector space over its
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