% DiffMan - Lie algebras
%
% The Lie algebras implemented in the DiffMan toolbox are: 
% 
%  @ladirprod    - The direct product of Lie algebras.
%  @lafree       - The free Lie algebra of q elements up to order s.
%  @lagl         - The real and complex Lie algebra of the general linear group.
%  @larn         - The real and complex Lie algebra of R^n.
%  @lase         - The (real) special Euclidean algebra.
%  @lasl         - The real and complex Lie algebra of the special linear group.
%  @laso         - The (real) Lie algebra of the special orthogonal group.
%  @laso_pq      - The (real) Lie algebra of the special pseudo-orthogonal group.
%  @lasp         - The real and complex symplectic Lie algebra.
%  @lasu         - The (complex) Lie algebra of the special unitary group.
%  @latangent    - The tangent manifold of a Lie algebra.
%  @laun         - The (complex) Lie algebra of the unitary group.
%  @liealgebra   - The virtual superclass of all Lie algebras.

% WRITTEN BY       : Kenth Engų, 1997 Oct.
% LAST MODIFIED BY : Kenth Engų, 2000.09.10

