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| Class Summary | |
|---|---|
| CyclotomicField | This class implements a cyclotomic field. |
| DoubleField | The real numbers. |
| F2Field | The finite prime field of characteristic 2. |
| FinitePrimeField | Title: FinitePrimeField |
| IntegerRing | The ring of Integers. |
| Matrix2x2Ring | The ring of 2 x 2 matrices {{a,b},{c,d}} with a,b,c and d in B, where B is any Ring. |
| ModularIntegerRing | The modular integer ring Z/nZ. |
| ModularRing | Implements a ring R/fR where R is an element of the ring R. |
| PolynomialRing | Multivariate Polynomials over a Ring. |
| QuotientField | A field of fractions p/q with p,q in B, where B is any Ring. |
| RationalField | The field Q of rational numbers. |
| Ring | Title: Ring |
| RingElt | This abstract class is the base class for all elements of concrete rings. |
| UniversalCyclotomicField | The infinite algebraic extension of Q which contains all unit roots. |
| UniversalPolynomialRing | The field of polynomials over all allowed variable names as variables. |
| UniversalRing | An abstract class for an universal ring. |
| Exception Summary | |
|---|---|
| RingException | The exception class for all errors. |
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