文件名称:shuzhijifen
介绍说明--下载内容均来自于网络,请自行研究使用
数值积分,包含许多种积分操作,能够实现,如高斯法等-Numerical integration, including integration of many kinds of operations, can be achieved, such as the Gaussian law
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下载文件列表
数值积分\FCBSV.C
........\FCBSV0.C
........\FCBSV0.DAT
........\FFFTS.C
........\FFFTS0.C
........\FFFTS0.DAT
........\FFPQG.C
........\FFPQG0.C
........\FFPQG0.DAT
........\FFPTS.C
........\FFPTS0.C
........\FFPTS0.DAT
........\FGAUS.C
........\FGAUS0.C
........\FGAUS0.DAT
........\FHMGS.C
........\FHMGS0.C
........\FHMGS0.DAT
........\FLAGS.C
........\FLAGS0.C
........\FLAGS0.DAT
........\FLRGS.C
........\FLRGS0.C
........\FLRGS0.DAT
........\FMTCL.C
........\FMTCL0.C
........\FMTCL0.DAT
........\FMTML.C
........\FMTML0.C
........\FMTML0.DAT
........\FPART.C
........\FPART0.C
........\FPART0.DAT
........\FPQG2.C
........\FPQG20.C
........\FPQG20.DAT
........\FROMB.C
........\FROMB0.C
........\FROMB0.DAT
........\FSIM2.C
........\FSIM20.C
........\FSIM20.DAT
........\FSIMP.C
........\FSIMP0.C
........\FSIMP0.DAT
数值积分
........\FCBSV0.C
........\FCBSV0.DAT
........\FFFTS.C
........\FFFTS0.C
........\FFFTS0.DAT
........\FFPQG.C
........\FFPQG0.C
........\FFPQG0.DAT
........\FFPTS.C
........\FFPTS0.C
........\FFPTS0.DAT
........\FGAUS.C
........\FGAUS0.C
........\FGAUS0.DAT
........\FHMGS.C
........\FHMGS0.C
........\FHMGS0.DAT
........\FLAGS.C
........\FLAGS0.C
........\FLAGS0.DAT
........\FLRGS.C
........\FLRGS0.C
........\FLRGS0.DAT
........\FMTCL.C
........\FMTCL0.C
........\FMTCL0.DAT
........\FMTML.C
........\FMTML0.C
........\FMTML0.DAT
........\FPART.C
........\FPART0.C
........\FPART0.DAT
........\FPQG2.C
........\FPQG20.C
........\FPQG20.DAT
........\FROMB.C
........\FROMB0.C
........\FROMB0.DAT
........\FSIM2.C
........\FSIM20.C
........\FSIM20.DAT
........\FSIMP.C
........\FSIMP0.C
........\FSIMP0.DAT
数值积分