文件名称:Progs_m
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Solves Ax = b by Gauss-Seidel method with relaxation.
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下载文件列表
Progs_m\bisect.m
.......\brent.m
.......\buildvec.m
.......\bulStoer.m
.......\choleski.m
.......\conjGrad.m
.......\count_eVals.m
.......\dfex10_6.m
.......\dfex4_7.m
.......\eigenvals3.m
.......\eValBrackets.m
.......\evalpoly.m
.......\example10_1.m
.......\example10_2.m
.......\example10_3.m
.......\example10_4.m
.......\example10_6.m
.......\example2_11.m
.......\example2_13.m
.......\example2_14.m
.......\example2_18.m
.......\example2_4.m
.......\example2_7.m
.......\example2_8.m
.......\example3_10.m
.......\example3_4.m
.......\example3_7.m
.......\example4_3.m
.......\example5_4.m
.......\example5_5.m
.......\example6_11.m
.......\example6_4.m
.......\example7_11.m
.......\example7_6.m
.......\example7_7.m
.......\example8_6.m
.......\example9_12.m
.......\example9_13.m
.......\example9_14.m
.......\example9_3.m
.......\example9_4.m
.......\example9_5.m
.......\example9_6.m
.......\example9_8.m
.......\fDiff6.m
.......\fDiff7.m
.......\fDiff8.m
.......\fex10_1.m
.......\fex10_2.m
.......\fex10_20a.m
.......\fex10_3.m
.......\fex10_4.m
.......\fex10_6.m
.......\fex2_17.m
.......\fex2_18.m
.......\fex4_3.m
.......\fex4_5.m
.......\fex4_7.m
.......\fex4_9.m
.......\fex6_11.m
.......\fex6_15.m
.......\fex6_16.m
.......\fex6_4.m
.......\fex6_7.m
.......\fex7_11.m
.......\fex7_2.m
.......\fex7_4.m
.......\fex7_5.m
.......\fex7_6.m
.......\fex7_7.m
.......\fex7_8.m
.......\fex9_6.m
.......\fletcherReeves.m
.......\gauss.m
.......\gaussNodes.m
.......\gaussPiv.m
.......\gaussQuad.m
.......\gaussQuad2.m
.......\gaussSeidel.m
.......\gerschgorin.m
.......\goldBracket.m
.......\goldSearch.m
.......\hilbert.m
.......\householder.m
.......\householderP.m
.......\inversePower3.m
.......\invertL.m
.......\invPower.m
.......\invPower3.m
.......\invPower5.m
.......\jacobi.m
.......\linInterp.m
.......\LUdec.m
.......\LUdec3.m
.......\LUdec5.m
.......\LUdecPiv.m
.......\LUsol.m
.......\LUsol3.m
.......\LUsol5.m
.......\LUsolPiv.m
.......\brent.m
.......\buildvec.m
.......\bulStoer.m
.......\choleski.m
.......\conjGrad.m
.......\count_eVals.m
.......\dfex10_6.m
.......\dfex4_7.m
.......\eigenvals3.m
.......\eValBrackets.m
.......\evalpoly.m
.......\example10_1.m
.......\example10_2.m
.......\example10_3.m
.......\example10_4.m
.......\example10_6.m
.......\example2_11.m
.......\example2_13.m
.......\example2_14.m
.......\example2_18.m
.......\example2_4.m
.......\example2_7.m
.......\example2_8.m
.......\example3_10.m
.......\example3_4.m
.......\example3_7.m
.......\example4_3.m
.......\example5_4.m
.......\example5_5.m
.......\example6_11.m
.......\example6_4.m
.......\example7_11.m
.......\example7_6.m
.......\example7_7.m
.......\example8_6.m
.......\example9_12.m
.......\example9_13.m
.......\example9_14.m
.......\example9_3.m
.......\example9_4.m
.......\example9_5.m
.......\example9_6.m
.......\example9_8.m
.......\fDiff6.m
.......\fDiff7.m
.......\fDiff8.m
.......\fex10_1.m
.......\fex10_2.m
.......\fex10_20a.m
.......\fex10_3.m
.......\fex10_4.m
.......\fex10_6.m
.......\fex2_17.m
.......\fex2_18.m
.......\fex4_3.m
.......\fex4_5.m
.......\fex4_7.m
.......\fex4_9.m
.......\fex6_11.m
.......\fex6_15.m
.......\fex6_16.m
.......\fex6_4.m
.......\fex6_7.m
.......\fex7_11.m
.......\fex7_2.m
.......\fex7_4.m
.......\fex7_5.m
.......\fex7_6.m
.......\fex7_7.m
.......\fex7_8.m
.......\fex9_6.m
.......\fletcherReeves.m
.......\gauss.m
.......\gaussNodes.m
.......\gaussPiv.m
.......\gaussQuad.m
.......\gaussQuad2.m
.......\gaussSeidel.m
.......\gerschgorin.m
.......\goldBracket.m
.......\goldSearch.m
.......\hilbert.m
.......\householder.m
.......\householderP.m
.......\inversePower3.m
.......\invertL.m
.......\invPower.m
.......\invPower3.m
.......\invPower5.m
.......\jacobi.m
.......\linInterp.m
.......\LUdec.m
.......\LUdec3.m
.......\LUdec5.m
.......\LUdecPiv.m
.......\LUsol.m
.......\LUsol3.m
.......\LUsol5.m
.......\LUsolPiv.m