Singular Manual: poly (plural)

| ### 7.2.4 poly (plural) Polynomials and vectors are the basic data for all main algorithms in . Polynomials consist of finitely many terms (coefficient*monomial) which are combined by the usual polynomial operations (see poly expressions (plural)). Polynomials can only be defined or accessed with respect to a basering which determines the coefficient type, the names of the indeterminants and the monomial ordering. Example:
      ring r=32003,(x,y,z),dp;
      poly f=x3+y5+z2;
> Remark: Remember the conventions on polynomial multiplication we follow (`*`-multiplication in PLURAL).
> 7.2.4.1 poly declarations (plural) |  |
> 7.2.4.2 poly expressions (plural) |  |
> 7.2.4.3 poly operations (plural) |  |
> 7.2.4.4 poly related functions (plural) |  |

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