UnitaryGroup{𝔽, T}

The special orthogonal group $\mathrm{U}(n)$ is the Lie group consisting of the MatrixMultiplicationGroupOperation on the manifold of rotations UnitaryMatrices with absolute value of the determinant equal to one.

Constructor

UnitaryGroup(n::Int, 𝔽::AbstractNumbers=ℂ; kwargs...)

Generate unitary group $\mathrm{U}(n)$. All keyword arguments in kwargs... are passed on to Rotations as well.

CommonUnitarySubGroup{𝔽,T}

A constant that allows to refer to several subgroups of $\mathrm{U}(n)$ for implementations where

• certain subgroups real/complex share a common implementation, e.g. for the same sizes T usually via TypeParameter
• certain functions are the same for all sizes T as long as the field 𝔽 is the same