Pages that link to "Characters are cyclotomic integers"
The following pages link to Characters are cyclotomic integers:
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Linear representation theory of cyclic group:Z3 (← links)
- Linear representation theory of symmetric group:S3 (← links)
- Linear representation theory of quaternion group (← links)
- Element of finite order is semisimple and eigenvalues are roots of unity (← links)
- Characters are algebraic integers (redirect page) (← links)
- Conjugacy class of prime power size implies not simple (← links)
- Degree of irreducible representation divides order of group (← links)
- Zero-or-scalar lemma (← links)
- Size-degree-weighted characters are algebraic integers (← links)
- Irreducible character of degree greater than one takes value zero on some conjugacy class (← links)
- Size-degree-weighted characters are algebraic integers (← links)
- Linear representation theory of dihedral group:D8 (← links)
- Linear representation theory of alternating group:A4 (← links)
- Determining the character table of a finite group (← links)
- Linear representation theory of symmetric group:S4 (← links)
- Linear representation theory of special linear group:SL(2,3) (← links)
- Linear representation theory of symmetric groups (← links)
- Template:Character table facts to check against (← links)
- Linear representation theory of symmetric group:S5 (← links)
- Linear representation theory of general linear group:GL(2,3) (← links)
- Linear representation theory of alternating group:A5 (← links)
- Linear representation theory of symmetric group:S6 (← links)
- Linear representation theory of dihedral group:D16 (← links)
- Linear representation theory of semidihedral group:SD16 (← links)
- Standard representation of symmetric group:S3 (← links)
- Faithful irreducible representation of quaternion group (← links)
- Faithful irreducible representation of dihedral group:D8 (← links)
- Linear representation theory of M16 (← links)
- Field generated by character values (← links)
- Ring generated by character values (← links)
- Standard representation of symmetric group:S4 (← links)
- Nontrivial irreducible component of permutation representation of projective general linear group of degree two on projective line (← links)
- Field generated by character values is contained in a cyclotomic extension of rationals (← links)
- Linear representation theory of unitriangular matrix group:UT(3,p) (← links)