Pages that link to "Item:Q2810718"
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The following pages link to Total character of a group \(G\) with \((G,Z(G))\) as a generalized Camina pair. (Q2810718):
Displaying 8 items.
- Total characters of dihedral groups and sharpness (Q1407401) (← links)
- Total characters and Chebyshev polynomials. (Q1415098) (← links)
- On the existence of Johnson polynomials for nilpotent groups. (Q2352038) (← links)
- On faithful quasi-permutation representations of VZ-groups and Camina <i>p</i>-groups (Q5882780) (← links)
- Strong Gelfand pairs of SL(2,p) (Q6104123) (← links)
- Strong Gelfand pairs of SL(2, <i> p <sup>n</sup> </i> ) (Q6561426) (← links)
- Camina groups, Camina pairs, and generalizations (Q6599588) (← links)
- Rational representations and rational group algebra of VZ \(p\) -groups (Q6668355) (← links)
