文件名称:Quaternion-toolbox_matlab
- 所属分类:
- Internet/网络编程
- 资源属性:
- [Matlab] [源码]
- 上传时间:
- 2016-06-06
- 文件大小:
- 930kb
- 下载次数:
- 0次
- 提 供 者:
- 缄*
- 相关连接:
- 无
- 下载说明:
- 别用迅雷下载,失败请重下,重下不扣分!
介绍说明--下载内容均来自于网络,请自行研究使用
maltab四元组工具库,可以进行有关四元组的运算-maltab quad tool library
(系统自动生成,下载前可以参看下载内容)
下载文件列表
Quaternion toolbox_matlab鍥涘厓缁?
Quaternion toolbox_matlab鍥涘厓缁?qtfm
......................................\@octonion
......................................\.........\abs.m
......................................\.........\angle.m
......................................\.........\associator.m
......................................\.........\axis.m
......................................\.........\bsxfun.m
......................................\.........\cast.m
......................................\.........\cd.m
......................................\.........\char.m
......................................\.........\commutator.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
......................................\.........\isinf.m
......................................\.........\isnan.m
......................................\.........\ispure.m
......................................\.........\isreal.m
......................................\.........\kleinfeld.m
......................................\.........\length.m
......................................\.........\linv.m
......................................\.........\lu.m
......................................\.........\mean.m
......................................\.........\minus.m
......................................\.........\mpower.m
......................................\.........\mrdivide.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
....................