Abstract Algebra
Below you can find a complete list of the existing commands related to Abstract Algebra. You can access the dedicated documentation for each command by clicking on its name.
Adjoint element of a finite field quotient a polynomial | |
Annihilating polynomial of an irrational | |
Base ring of an extension | |
Cardinality of a set | |
Characteristic of a ring | |
Element components in a ring | |
Conjugate of an element over the base field of an extension | |
Content and primitive part of a polynomial | |
Content of a polynomial | |
Element of a desired order in a ring | |
Elements of a set | |
Element of a set | |
Algebraic extension constructor | |
Checks if a set is a field | |
Field where an element belongs | |
Finite field constructor | |
Checks if a ring is finite | |
Frobenius endomorphism | |
Position of an element in a set | |
Irreducible polynomials of the desired degree | |
Irreducible polynomial of the desired degree | |
Checks if a polynomial is irreducible | |
Amount of irreducible polynomials | |
Order of an element over a field | |
Power of a polynomial modulo another polynomial | |
Precedent algebraic structure of an extension | |
Primitive element of a field | |
Primitive part of a polynomial | |
Pseudoremainder of two polynomials | |
Relative degree of an extension | |
Resultant of two polynomials | |
Resultant matrix of two polynomials | |
Checks if a set is a ring | |
Checks if an extension is a subextension | |
Total degree of a field extension | |
Tower of an extension | |
constructor |