文件名称:qtfm_1_2
介绍说明－－下载内容均来自于网络，请自行研究使用
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-This is supported in MATLAB quaternions (Hamilton number) of the toolbox, function rich, can greatly simplify the quaternion computing speed
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下载文件列表
qtfm
....\@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
....\@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