quaternion toolbox for matlab

.............................\@octonion

.............................\.........\abs.m

.............................\.........\angle.m

.............................\.........\axis.m

.............................\.........\cast.m

.............................\.........\cd.m

.............................\.........\char.m

.............................\.........\complex.m

.............................\.........\conj.m

.............................\.........\cross.m

.............................\.........\ctranspose.m

.............................\.........\diag.m

.............................\.........\disp.m

.............................\.........\display.m

.............................\.........\displayall.m

.............................\.........\end.m

.............................\.........\eq.m

.............................\.........\exp.m

.............................\.........\full.m

.............................\.........\horzcat.m

.............................\.........\imag.m

.............................\.........\inv.m

.............................\.........\isempty.m

.............................\.........\isfinite.m

.............................\.........\ispure.m

.............................\.........\isreal.m

.............................\.........\kleinfeld.m

.............................\.........\length.m

.............................\.........\linv.m

.............................\.........\lu.m

.............................\.........\minus.m

.............................\.........\mpower.m

.............................\.........\mtimes.m

.............................\.........\ndims.m

.............................\.........\ne.m

.............................\.........\norm.m

.............................\.........\normo.m

.............................\.........\numel.m

.............................\.........\octonion.m

.............................\.........\part.m

.............................\.........\plus.m

.............................\.........\power.m

.............................\.........\private

.............................\.........\.......\component.m

.............................\.........\.......\isocomplex.m

.............................\.........\.......\isooctonion.m

.............................\.........\.......\nu.m

.............................\.........\.......\omega.m

.............................\.........\.......\overload.m

.............................\.........\.......\phi.m

.............................\.........\.......\show_internal.m

.............................\.........\.......\tao.m

.............................\.........\.......\unimplemented.m

.............................\.........\rdivide.m

.............................\.........\real.m

.............................\.........\repmat.m

.............................\.........\reshape.m

.............................\.........\rinv.m

.............................\.........\s.m

.............................\.........\scalar.m

.............................\.........\scalar_product.m

.............................\.........\show.m

.............................\.........\size.m

.............................\.........\sqrt.m

.............................\.........\subsasgn.m

.............................\.........\subsref.m

.............................\.........\sum.m

.............................\.........\times.m

.............................\.........\transpose.m

.............................\.........\tril.m

.............................\.........\triu.m

.............................\.........\uminus.m

.............................\.........\unit.m

.............................\.........\uplus.m

.............................\.........\v.m

.............................\.........\vector.m

.............................\.........\vector_product.m

.............................\.........\vertcat.m

.............................\@quaternion

.............................\...........\abs.m

.............................\...........\acos.m

.............................\...........\acosh.m

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