文件名称:linear-equations
介绍说明－－下载内容均来自于网络，请自行研究使用
求解实系数方程组的高斯消去法，约当法，追赶法，分解法，平方根法，大型稀疏方程组法-Solving real coefficient equations of the main Gaussian elimination, about the law to catch up with France, large-scale sparse equations.
(系统自动生成,下载前可以参看下载内容)
下载文件列表
linear equations\4GINV.C
................\4MAQR.C
................\4MUAV.C
................\4TRMUL.C
................\6BAND.C
................\6BAND0.C
................\6BINT.C
................\6BINT0.C
................\6CGAS.C
................\6CGAS0.C
................\6CHLK.C
................\6CHLK0.C
................\6CJDN.C
................\6CJDN0.C
................\6GAUS.C
................\6GAUS0.C
................\6GGJE.C
................\6GGJE0.C
................\6GJDN.C
................\6GJDN0.C
................\6GMIV.C
................\6GMIV0.C
................\6GMQR.C
................\6GMQR0.C
................\6GRAD.C
................\6GRAD0.C
................\6GSDL.C
................\6GSDL0.C
................\6LDLE.C
................\6LDLE0.C
................\6TLVS.C
................\6TLVS0.C
................\6TRDE.C
................\6TRDE0.C
linear equations
................\4MAQR.C
................\4MUAV.C
................\4TRMUL.C
................\6BAND.C
................\6BAND0.C
................\6BINT.C
................\6BINT0.C
................\6CGAS.C
................\6CGAS0.C
................\6CHLK.C
................\6CHLK0.C
................\6CJDN.C
................\6CJDN0.C
................\6GAUS.C
................\6GAUS0.C
................\6GGJE.C
................\6GGJE0.C
................\6GJDN.C
................\6GJDN0.C
................\6GMIV.C
................\6GMIV0.C
................\6GMQR.C
................\6GMQR0.C
................\6GRAD.C
................\6GRAD0.C
................\6GSDL.C
................\6GSDL0.C
................\6LDLE.C
................\6LDLE0.C
................\6TLVS.C
................\6TLVS0.C
................\6TRDE.C
................\6TRDE0.C
linear equations