中文说明：这是支持在matlab中进行四元数（哈密顿数）的工具箱，函数丰富，能大大简化四元数运算的速度
English Description：
This is the toolbox that supports quaternion (Hamiltonian number) in MATLAB. It has rich functions and can greatly simplify the speed of quaternion operation
Toolbox supporting quaternion (Hamiltonian number) in MATLAB
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中文说明：这是支持在matlab中进行四元数（哈密顿数）的工具箱，函数丰富，能大大简化四元数运算的速度
English Description：
This is the toolbox that supports quaternion (Hamiltonian number) in MATLAB. It has rich functions and can greatly simplify the speed of quaternion operationqtfm
....\@quaternion
....\...........\abs.m
....\...........\acos.m
....\...........\acosh.m
....\...........\adjoint.m
....\...........\angle.m
....\...........\asin.m
....\...........\asinh.m
....\...........\atan.m
....\...........\atanh.m
....\...........\axis.m
....\...........\cat.m
....\...........\ceil.m
....\...........\change_basis.m
....\...........\char.m
....\...........\complex.m
....\...........\conj.m
....\...........\conv.m
....\...........\conv2.m
....\...........\convert.m
....\...........\cos.m
....\...........\cosh.m
....\...........\cross.m
....\...........\ctranspose.m
....\...........\det.m
....\...........\diag.m
....\...........\disp.m
....\...........\display.m
....\...........\displayall.m
....\...........\double.m
....\...........\eig.m
....\...........\end.m
....\...........\eq.m
....\...........\exp.m
....\...........\fft.m
....\...........\fft2.m
....\...........\fftshift.m
....\...........\fix.m
....\...........\floor.m
....\...........\fprintf.m
....\...........\horzcat.m
....\...........\ifft.m
....\...........\ifft2.m
....\...........\ifftshift.m
....\...........\imag.m
....\...........\int16.m
....\...........\int32.m
....\...........\int8.m
....\...........\inv.m
....\...........\iqdft.m
....\...........\iqdft2.m
....\...........\iqfft.m
....\...........\iqfft2.m
....\...........\isempty.m
....\...........\isfinite.m
....\...........\ishermitian.m
....\...........\isinf.m
....\...........\isnan.m
....\...........\ispure.m
....\...........\isreal.m
....\...........\isunitary.m
....\...........\ldivide.m
....\...........\length.m
....\...........\log.m
....\...........\mean.m
....\...........\minus.m
....\...........\mrdivide.m
....\...........\mtimes.m
....\...........\ne.m
....\...........\norm.m
....\...........\numel.m
....\...........\orthogonal.m
....\...........\orthonormal_basis.m
....\...........\plus.m
....\...........\power.m
....\...........\private
....\...........\.......\compose.m
....\...........\.......\dft_axis.m
....\...........\.......\ess.m
....\...........\.......\exe.m
....\...........\.......\isempty_internal.m
....\...........\.......\isocomplex.m
....\...........\.......\isoquaternion.m
....\...........\.......\ispure_internal.m
....\...........\.......\mcross.m
....\...........\.......\mdot.m
....\...........\.......\modsquared.m
....\...........\.......\unimplemented.m
....\...........\.......\vee.m
....\...........\.......\wye.m
....\...........\.......\zed.m
....\...........\qdft.m
....\...........\qdft2.m
....\...........\qfft.m
....\...........\qfft2.m
....\...........\quaternion.m
....\...........\rdivide.m
....\...........\real.m
....\...........\repmat.m