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by Ciro Santilli (@cirosantilli, 37)

Polynomial over a commutative ring

 ... Formalization of mathematics Function (mathematics) Function by signature Numeric function Polynomial Domain of a polynomial
 0 By others on same topic  0 Discussions  Updated 2025-05-29  +Created 2024-07-12  See my version
Unlike over non-commutative rings, polynomials do look like proper polynomials over commutative ring.
In particular, Hilbert's tenth problem is about polynomials over the integers, which is a commutative ring, and therefore brings mindshare to this definition.

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