Pages that link to "Item:Q2566742"

The following pages link to Congruence classes of presentations for the complex reflection groups \(G(m,1,n)\) and \(G(m,m,n)\). (Q2566742):

Displaying 9 items.

• Reflection subgroups and sub-root systems of the imprimitive complex reflection groups. (Q989808) (← links)
• Presentations for crystallographic complex reflection groups (Q1377340) (← links)
• Congruence classes of presentations for the complex reflection groups \(G(m,p,n)\). (Q1764852) (← links)
• Formula for the reflection length of elements in the group \(G(m,p,n)\). (Q2460816) (← links)
• AUTOMORPHISM GROUPS OF THE IMPRIMITIVE COMPLEX REFLECTION GROUPS (Q3624629) (← links)
• Representations of the imprimitive complex reflection groups <i>G</i>(<i>m</i>, 1<i>n</i>) (Q4212510) (← links)
• Simple Root Systems and Presentations for Certain Complex Reflection Groups (Q5466655) (← links)
• Hurwitz numbers for reflection groups I: generatingfunctionology (Q6098025) (← links)
• Hurwitz numbers for reflection groups. II: Parabolic quasi-Coxeter elements (Q6187323) (← links)