He could make it in a classical group.

In most cases a larger classical group is referred to as an orchestra of some type.

This problem about the classical groups was resolved by .

She thereby became one of the first choreographers to work for both classical and modern groups.

Previously this had been known only in a few isolated cases and for certain classical groups where it could be shown by induction.

Building on this result, the conjecture holds if G is a classical group.

In particular, the inner automorphisms of the classical groups can be so extended.

Some particularly interesting matrix groups are the so-called classical groups.

Their finite analogues are the classical groups of Lie type.

Gelfand pairs for classical groups have been investigated as well.